From 7007cb91c229c33cc9497a40724fb523083cb7db Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 15 Nov 2023 17:45:52 +0100 Subject: [PATCH 01/27] Update plugin_convert.py --- napari_cellseg3d/code_plugins/plugin_convert.py | 2 ++ 1 file changed, 2 insertions(+) diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index f5bbca25..379fe5e5 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -666,6 +666,7 @@ def _start(self): stats_df = pd.DataFrame(stats.get_dict()) csv_name = self.csv_name.text() + ".csv" + logger.info(f"Saving stats to {self.results_path}/{csv_name}") stats_df.to_csv( self.results_path + "/" + csv_name, index=False ) @@ -686,6 +687,7 @@ def _start(self): continue stats_df = pd.DataFrame(stats.get_dict()) csv_name = self.csv_name.text() + f"_{i}.csv" + logger.info(f"Saving stats to {self.results_path}/{csv_name}") stats_df.to_csv( self.results_path + "/" + csv_name, index=False ) From d73ed02a1dee26facf587485326710e5a17e8106 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 10:22:53 +0100 Subject: [PATCH 02/27] Update plugin_convert.py --- napari_cellseg3d/code_plugins/plugin_convert.py | 6 +++++- 1 file changed, 5 insertions(+), 1 deletion(-) diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index 379fe5e5..b68803fc 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -674,6 +674,7 @@ def _start(self): self.folder_choice.isChecked() and len(self.labels_filepaths) != 0 ): images = [imread(file) for file in self.labels_filepaths] + images_names = [Path(file).stem for file in self.labels_filepaths] for i, image in enumerate(images): if image.sum() == 0: m = f"Image {i} is empty, skipping." @@ -685,8 +686,11 @@ def _start(self): logger.warning(m) warn(m, stacklevel=0) continue + stats = volume_stats(image) stats_df = pd.DataFrame(stats.get_dict()) - csv_name = self.csv_name.text() + f"_{i}.csv" + csv_name = ( + str(images_names[i]) + self.csv_name.text() + f"_{i}.csv" + ) logger.info(f"Saving stats to {self.results_path}/{csv_name}") stats_df.to_csv( self.results_path + "/" + csv_name, index=False From fe28b45cde3c4cbb13c2ca1c96c1a4fc773aa65d Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 10:31:20 +0100 Subject: [PATCH 03/27] Update plugin_convert.py --- napari_cellseg3d/code_plugins/plugin_convert.py | 11 ++++++++--- 1 file changed, 8 insertions(+), 3 deletions(-) diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index b68803fc..83f83562 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -689,11 +689,16 @@ def _start(self): stats = volume_stats(image) stats_df = pd.DataFrame(stats.get_dict()) csv_name = ( - str(images_names[i]) + self.csv_name.text() + f"_{i}.csv" + str(images_names[i]) + + "_" + + self.csv_name.text() + + f"_{i}.csv" + ) + logger.info( + f"Saving stats to {Path(self.results_path) / Path(csv_name)}" ) - logger.info(f"Saving stats to {self.results_path}/{csv_name}") stats_df.to_csv( - self.results_path + "/" + csv_name, index=False + Path(self.results_path) / Path(csv_name), index=False ) else: logger.warning("Please specify a layer or a folder") From 7a4646aac1e17939c28b5f87a231ba5a91aec1ba Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 11:45:01 +0100 Subject: [PATCH 04/27] Update napari_cellseg3d_m1.yml --- conda/napari_cellseg3d_m1.yml | 2 ++ 1 file changed, 2 insertions(+) diff --git a/conda/napari_cellseg3d_m1.yml b/conda/napari_cellseg3d_m1.yml index d901c429..209a59dc 100644 --- a/conda/napari_cellseg3d_m1.yml +++ b/conda/napari_cellseg3d_m1.yml @@ -6,6 +6,8 @@ channels: dependencies: - python=3.8 - pip + - pyqt + - simpleitk - pip: - numpy - napari>=0.4.14 From 0569a6498bc1ecd9c1cf137bdd54536f4bf7bbac Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 14:25:00 +0100 Subject: [PATCH 05/27] Fix memory allocation issue --- napari_cellseg3d/code_plugins/plugin_convert.py | 13 ++++++------- 1 file changed, 6 insertions(+), 7 deletions(-) diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index 83f83562..32b735f7 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -673,9 +673,9 @@ def _start(self): elif ( self.folder_choice.isChecked() and len(self.labels_filepaths) != 0 ): - images = [imread(file) for file in self.labels_filepaths] - images_names = [Path(file).stem for file in self.labels_filepaths] - for i, image in enumerate(images): + for i, image_path in enumerate(self.labels_filepaths): + image = imread(image_path) + image_name = Path(image_path).stem if image.sum() == 0: m = f"Image {i} is empty, skipping." logger.warning(m) @@ -689,10 +689,7 @@ def _start(self): stats = volume_stats(image) stats_df = pd.DataFrame(stats.get_dict()) csv_name = ( - str(images_names[i]) - + "_" - + self.csv_name.text() - + f"_{i}.csv" + str(image_name) + "_" + self.csv_name.text() + f"_{i}.csv" ) logger.info( f"Saving stats to {Path(self.results_path) / Path(csv_name)}" @@ -700,5 +697,7 @@ def _start(self): stats_df.to_csv( Path(self.results_path) / Path(csv_name), index=False ) + image = None # FreeMemory + del image else: logger.warning("Please specify a layer or a folder") From 463c5692bacedd899b5565f0cd14a929dabd94da Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 15:19:14 +0100 Subject: [PATCH 06/27] Add debug info to stats --- napari_cellseg3d/code_plugins/plugin_convert.py | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index 32b735f7..84e2af67 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -674,6 +674,7 @@ def _start(self): self.folder_choice.isChecked() and len(self.labels_filepaths) != 0 ): for i, image_path in enumerate(self.labels_filepaths): + logger.debug(f"Loading image {i} : {image_path}") image = imread(image_path) image_name = Path(image_path).stem if image.sum() == 0: @@ -686,13 +687,15 @@ def _start(self): logger.warning(m) warn(m, stacklevel=0) continue + logger.debug(f"Image {i} has shape {image.shape}") stats = volume_stats(image) + logger.debug("Computing stats") stats_df = pd.DataFrame(stats.get_dict()) csv_name = ( str(image_name) + "_" + self.csv_name.text() + f"_{i}.csv" ) logger.info( - f"Saving stats to {Path(self.results_path) / Path(csv_name)}" + f"Saving stats to {(Path(self.results_path) / Path(csv_name)).resolve()}" ) stats_df.to_csv( Path(self.results_path) / Path(csv_name), index=False From e001acb13772a258b90432881d2670724b176569 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 15:25:51 +0100 Subject: [PATCH 07/27] Add mini-stats test --- napari_cellseg3d/_tests/test_plugin_utils.py | 13 +++++++++++++ napari_cellseg3d/code_plugins/plugin_convert.py | 2 ++ 2 files changed, 15 insertions(+) diff --git a/napari_cellseg3d/_tests/test_plugin_utils.py b/napari_cellseg3d/_tests/test_plugin_utils.py index fe6fe2e8..45f85220 100644 --- a/napari_cellseg3d/_tests/test_plugin_utils.py +++ b/napari_cellseg3d/_tests/test_plugin_utils.py @@ -1,5 +1,6 @@ import numpy as np +from napari_cellseg3d.code_plugins.plugin_convert import StatsUtils from napari_cellseg3d.code_plugins.plugin_crop import Cropping from napari_cellseg3d.code_plugins.plugin_utilities import ( UTILITIES_WIDGETS, @@ -57,3 +58,15 @@ def test_crop_widget(make_napari_viewer_proxy): widget.sliders[2].setValue(2) widget._start() + + +def test_stats_plugin(make_napari_viewer_proxy): + view = make_napari_viewer_proxy() + widget = StatsUtils(view) + + labels = rand_gen.random((10, 10, 10)).astype(np.uint8) + view.add_labels(labels, name="labels") + + view.window.add_dock_widget(widget) + widget.csv_name.setText("test.csv") + widget._start() diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index 84e2af67..7e2cd88b 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -616,6 +616,7 @@ def __init__(self, viewer: "napari.viewer.Viewer", parent=None): self.data_panel = self._build_io_panel() + self.csv_name_label = ui.make_label("CSV name :") self.csv_name = QLineEdit("volume_stats", parent=self) self.csv_name.setToolTip( "Name of the csv file.\nThe extension is added automatically;\nif running on a folder, the id of the image will be added to the name." @@ -635,6 +636,7 @@ def _build(self): ui.add_widgets( self.data_panel.layout, [ + self.csv_name_label, self.csv_name, self.start_btn, ], From fc73e5b8955f5c452965539b10b601a5ca818a79 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 16:22:47 +0100 Subject: [PATCH 08/27] TEMP Comment out image stats --- .../code_models/instance_segmentation.py | 20 +++++++++---------- 1 file changed, 10 insertions(+), 10 deletions(-) diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index 1736f5a4..bc5c1319 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -239,11 +239,11 @@ class ImageStats: centroid_y: List[float] centroid_z: List[float] sphericity_ax: List[float] - image_size: List[int] - total_image_volume: int - total_filled_volume: int - filling_ratio: float - number_objects: int + # image_size: List[int] + # total_image_volume: int + # total_filled_volume: int + # filling_ratio: float + # number_objects: int def get_dict(self): """Returns a dict containing the statistics.""" @@ -254,11 +254,11 @@ def get_dict(self): "Centroid z": self.centroid_z, # "Sphericity (volume/area)": sphericity_va, "Sphericity (axes)": self.sphericity_ax, - "Image size": self.image_size, - "Total image volume": self.total_image_volume, - "Total object volume (pixels)": self.total_filled_volume, - "Filling ratio": self.filling_ratio, - "Number objects": self.number_objects, + # "Image size": self.image_size, + # "Total image volume": self.total_image_volume, + # "Total object volume (pixels)": self.total_filled_volume, + # "Filling ratio": self.filling_ratio, + # "Number objects": self.number_objects, } From 4edc20db92112480f72f220bf7ff4d2b1f806b52 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 16:23:36 +0100 Subject: [PATCH 09/27] Revert "TEMP Comment out image stats" This reverts commit fc73e5b8955f5c452965539b10b601a5ca818a79. --- .../code_models/instance_segmentation.py | 20 +++++++++---------- 1 file changed, 10 insertions(+), 10 deletions(-) diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index bc5c1319..1736f5a4 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -239,11 +239,11 @@ class ImageStats: centroid_y: List[float] centroid_z: List[float] sphericity_ax: List[float] - # image_size: List[int] - # total_image_volume: int - # total_filled_volume: int - # filling_ratio: float - # number_objects: int + image_size: List[int] + total_image_volume: int + total_filled_volume: int + filling_ratio: float + number_objects: int def get_dict(self): """Returns a dict containing the statistics.""" @@ -254,11 +254,11 @@ def get_dict(self): "Centroid z": self.centroid_z, # "Sphericity (volume/area)": sphericity_va, "Sphericity (axes)": self.sphericity_ax, - # "Image size": self.image_size, - # "Total image volume": self.total_image_volume, - # "Total object volume (pixels)": self.total_filled_volume, - # "Filling ratio": self.filling_ratio, - # "Number objects": self.number_objects, + "Image size": self.image_size, + "Total image volume": self.total_image_volume, + "Total object volume (pixels)": self.total_filled_volume, + "Filling ratio": self.filling_ratio, + "Number objects": self.number_objects, } From 7264abd7b92c78f0391a4e67394491340172d99e Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 16:30:42 +0100 Subject: [PATCH 10/27] Disable image deletion --- napari_cellseg3d/code_plugins/plugin_convert.py | 2 -- 1 file changed, 2 deletions(-) diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index 7e2cd88b..c2581a97 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -702,7 +702,5 @@ def _start(self): stats_df.to_csv( Path(self.results_path) / Path(csv_name), index=False ) - image = None # FreeMemory - del image else: logger.warning("Please specify a layer or a folder") From 22dbf561fdc754e1c75a58497928e3f8711d32d7 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 16:41:58 +0100 Subject: [PATCH 11/27] Disable sphericity --- .../code_models/instance_segmentation.py | 30 +++++++++---------- .../code_plugins/plugin_convert.py | 8 ++++- 2 files changed, 22 insertions(+), 16 deletions(-) diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index 1736f5a4..5cd6ad7c 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -16,7 +16,7 @@ # local from napari_cellseg3d import interface as ui from napari_cellseg3d.utils import LOGGER as logger -from napari_cellseg3d.utils import fill_list_in_between, sphericity_axis +from napari_cellseg3d.utils import fill_list_in_between # from skimage.measure import marching_cubes # from skimage.measure import mesh_surface_area @@ -238,7 +238,7 @@ class ImageStats: centroid_x: List[float] centroid_y: List[float] centroid_z: List[float] - sphericity_ax: List[float] + # sphericity_ax: List[float] image_size: List[int] total_image_volume: int total_filled_volume: int @@ -253,7 +253,7 @@ def get_dict(self): "Centroid y": self.centroid_y, "Centroid z": self.centroid_z, # "Sphericity (volume/area)": sphericity_va, - "Sphericity (axes)": self.sphericity_ax, + # "Sphericity (axes)": self.sphericity_ax, "Image size": self.image_size, "Total image volume": self.total_image_volume, "Total object volume (pixels)": self.total_filled_volume, @@ -440,17 +440,17 @@ def volume_stats(volume_image): properties = regionprops(volume_image) - def sphericity(region): - try: - return sphericity_axis( - region.axis_major_length * 0.5, region.axis_minor_length * 0.5 - ) - except ValueError: - return ( - np.nan - ) # FIXME better way ? inconsistent errors in region.axis_minor_length - - sphericity_ax = [sphericity(region) for region in properties] + # def sphericity(region): + # try: + # return sphericity_axis( + # region.axis_major_length * 0.5, region.axis_minor_length * 0.5 + # ) + # except ValueError: + # return ( + # np.nan + # ) # FIXME better way ? inconsistent errors in region.axis_minor_length + + # [sphericity(region) for region in properties] # for region in properties: # object = (volume_image == region.label).transpose(1, 2, 0) # verts, faces, _, values = marching_cubes( @@ -476,7 +476,7 @@ def sphericity(region): [region.centroid[0] for region in properties], [region.centroid[1] for region in properties], [region.centroid[2] for region in properties], - sphericity_ax, + # sphericity_ax, fill([volume_image.shape]), fill([len(volume_image.flatten())]), fill([np.sum(volume)]), diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index c2581a97..ea90d707 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -690,7 +690,13 @@ def _start(self): warn(m, stacklevel=0) continue logger.debug(f"Image {i} has shape {image.shape}") - stats = volume_stats(image) + try: + stats = volume_stats(image) + except Exception as e: + logger.warning( + f"Error computing stats for image {i} : {e}" + ) + warn(f"Error computing stats for image {i}", stacklevel=0) logger.debug("Computing stats") stats_df = pd.DataFrame(stats.get_dict()) csv_name = ( From e567b22b9c42450013674159bcd769dee990109b Mon Sep 17 00:00:00 2001 From: C-Achard Date: Thu, 16 Nov 2023 16:47:20 +0100 Subject: [PATCH 12/27] Add sphericity --- .../code_models/instance_segmentation.py | 30 +++++++++---------- 1 file changed, 15 insertions(+), 15 deletions(-) diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index 5cd6ad7c..1736f5a4 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -16,7 +16,7 @@ # local from napari_cellseg3d import interface as ui from napari_cellseg3d.utils import LOGGER as logger -from napari_cellseg3d.utils import fill_list_in_between +from napari_cellseg3d.utils import fill_list_in_between, sphericity_axis # from skimage.measure import marching_cubes # from skimage.measure import mesh_surface_area @@ -238,7 +238,7 @@ class ImageStats: centroid_x: List[float] centroid_y: List[float] centroid_z: List[float] - # sphericity_ax: List[float] + sphericity_ax: List[float] image_size: List[int] total_image_volume: int total_filled_volume: int @@ -253,7 +253,7 @@ def get_dict(self): "Centroid y": self.centroid_y, "Centroid z": self.centroid_z, # "Sphericity (volume/area)": sphericity_va, - # "Sphericity (axes)": self.sphericity_ax, + "Sphericity (axes)": self.sphericity_ax, "Image size": self.image_size, "Total image volume": self.total_image_volume, "Total object volume (pixels)": self.total_filled_volume, @@ -440,17 +440,17 @@ def volume_stats(volume_image): properties = regionprops(volume_image) - # def sphericity(region): - # try: - # return sphericity_axis( - # region.axis_major_length * 0.5, region.axis_minor_length * 0.5 - # ) - # except ValueError: - # return ( - # np.nan - # ) # FIXME better way ? inconsistent errors in region.axis_minor_length - - # [sphericity(region) for region in properties] + def sphericity(region): + try: + return sphericity_axis( + region.axis_major_length * 0.5, region.axis_minor_length * 0.5 + ) + except ValueError: + return ( + np.nan + ) # FIXME better way ? inconsistent errors in region.axis_minor_length + + sphericity_ax = [sphericity(region) for region in properties] # for region in properties: # object = (volume_image == region.label).transpose(1, 2, 0) # verts, faces, _, values = marching_cubes( @@ -476,7 +476,7 @@ def volume_stats(volume_image): [region.centroid[0] for region in properties], [region.centroid[1] for region in properties], [region.centroid[2] for region in properties], - # sphericity_ax, + sphericity_ax, fill([volume_image.shape]), fill([len(volume_image.flatten())]), fill([np.sum(volume)]), From e478bee12f61b28d074e05d27714f7ad0109225c Mon Sep 17 00:00:00 2001 From: C-Achard Date: Tue, 21 Nov 2023 11:16:15 +0100 Subject: [PATCH 13/27] Add *.tiff as valid path everywhere --- napari_cellseg3d/code_models/model_framework.py | 2 +- napari_cellseg3d/code_models/worker_inference.py | 5 +++-- napari_cellseg3d/code_plugins/plugin_base.py | 8 ++++---- napari_cellseg3d/code_plugins/plugin_model_inference.py | 1 - napari_cellseg3d/dev_scripts/classifier_test.ipynb | 2 +- napari_cellseg3d/dev_scripts/colab_training.py | 6 +++--- napari_cellseg3d/dev_scripts/crop_data.py | 4 +++- napari_cellseg3d/dev_scripts/remote_training.py | 4 ++-- 8 files changed, 17 insertions(+), 15 deletions(-) diff --git a/napari_cellseg3d/code_models/model_framework.py b/napari_cellseg3d/code_models/model_framework.py index 35b4ba81..c3123aef 100644 --- a/napari_cellseg3d/code_models/model_framework.py +++ b/napari_cellseg3d/code_models/model_framework.py @@ -252,7 +252,7 @@ def get_unsupervised_image_filepaths(self): if not volume_directory.exists(): raise ValueError(f"Data folder {volume_directory} does not exist") - return sorted(Path.glob(volume_directory, "*.tif")) + return sorted(Path.glob(volume_directory, "*.tif, *.tiff")) def create_dataset_dict_no_labs(self): """Creates unsupervised data dictionary for MONAI transforms and training.""" diff --git a/napari_cellseg3d/code_models/worker_inference.py b/napari_cellseg3d/code_models/worker_inference.py index f849b437..490bdb6d 100644 --- a/napari_cellseg3d/code_models/worker_inference.py +++ b/napari_cellseg3d/code_models/worker_inference.py @@ -529,7 +529,8 @@ def save_image( original_filename = "_" + self.get_original_filename(i) + "_" filetype = self.config.filetype else: - original_filename = "_" + layer_name = self.config.layer.name + original_filename = f"{layer_name}_" filetype = ".tif" time = utils.get_date_time() @@ -538,9 +539,9 @@ def save_image( self.config.results_path + "/" + f"{additional_info}" - + f"Prediction_{i+1}" + original_filename + self.config.model_info.name + + f"_pred_{i+1}" + f"_{time}" + filetype ) diff --git a/napari_cellseg3d/code_plugins/plugin_base.py b/napari_cellseg3d/code_plugins/plugin_base.py index 2e2807d9..915f3749 100644 --- a/napari_cellseg3d/code_plugins/plugin_base.py +++ b/napari_cellseg3d/code_plugins/plugin_base.py @@ -61,7 +61,7 @@ def __init__( ################ self.layer_choice = ui.RadioButton("Layer", parent=self) self.folder_choice = ui.RadioButton("Folder", parent=self) - self.filetype = None + # self.filetype = None self.radio_buttons = ui.combine_blocks( self.folder_choice, self.layer_choice ) @@ -233,8 +233,8 @@ def _show_file_dialog(self): f_name = ui.open_file_dialog(self, self._default_path) logger.debug(f"File dialog returned {f_name}") choice = str(f_name[0]) - self.filetype = str(Path(choice).suffix) - logger.debug(f"Filetype set to {self.filetype}") + # self.filetype = str(Path(choice).suffix) + # logger.debug(f"Filetype set to {self.filetype}") self._update_default_paths() return choice @@ -411,7 +411,7 @@ def load_dataset_paths(self): # filetype = self.filetype_choice.currentText() directory = ui.open_folder_dialog(self, self._default_path) - file_paths = sorted(Path(directory).glob("*" + ".tif")) + file_paths = sorted(Path(directory).glob("*.tif, *.tiff")) if len(file_paths) == 0: logger.warning( "The folder does not contain any compatible .tif files.\n" diff --git a/napari_cellseg3d/code_plugins/plugin_model_inference.py b/napari_cellseg3d/code_plugins/plugin_model_inference.py index 49a365e6..faf8fc49 100644 --- a/napari_cellseg3d/code_plugins/plugin_model_inference.py +++ b/napari_cellseg3d/code_plugins/plugin_model_inference.py @@ -688,7 +688,6 @@ def _setup_worker(self): raise ValueError("Please select to load a layer or folder") self.worker.set_download_log(self.log) - self.worker.started.connect(self.on_start) self.worker.log_signal.connect(self.log.print_and_log) diff --git a/napari_cellseg3d/dev_scripts/classifier_test.ipynb b/napari_cellseg3d/dev_scripts/classifier_test.ipynb index 80486f5e..42afe988 100644 --- a/napari_cellseg3d/dev_scripts/classifier_test.ipynb +++ b/napari_cellseg3d/dev_scripts/classifier_test.ipynb @@ -30,7 +30,7 @@ ], "source": [ "DATA_PATH = Path.home() / \"Desktop/Code/CELLSEG_BENCHMARK/classifier_test/train\"\n", - "images_p = list(DATA_PATH.glob(\"*.tif\"))\n", + "images_p = list(DATA_PATH.glob(\"*.tif, *.tiff\"))\n", "images_p.sort()\n", "print(f\"Loaded {len(images_p)} images\")\n", "images = [imread(str(image)) for image in images_p]\n", diff --git a/napari_cellseg3d/dev_scripts/colab_training.py b/napari_cellseg3d/dev_scripts/colab_training.py index 21c85f32..0b4d9bb7 100644 --- a/napari_cellseg3d/dev_scripts/colab_training.py +++ b/napari_cellseg3d/dev_scripts/colab_training.py @@ -735,7 +735,7 @@ def create_dataset_dict_no_labs(volume_directory): """Creates unsupervised data dictionary for MONAI transforms and training.""" if not volume_directory.exists(): raise ValueError(f"Data folder {volume_directory} does not exist") - images_filepaths = sorted(Path.glob(volume_directory, "*.tif")) + images_filepaths = sorted(Path.glob(volume_directory, "*.tif, *.tiff")) if len(images_filepaths) == 0: raise ValueError(f"Data folder {volume_directory} is empty") @@ -755,8 +755,8 @@ def create_eval_dataset_dict(image_directory, label_directory): * "image": image * "label" : corresponding label """ - images_filepaths = sorted(Path.glob(image_directory, "*.tif")) - labels_filepaths = sorted(Path.glob(label_directory, "*.tif")) + images_filepaths = sorted(Path.glob(image_directory, "*.tif, *.tiff")) + labels_filepaths = sorted(Path.glob(label_directory, "*.tif, *.tiff")) if len(images_filepaths) == 0 or len(labels_filepaths) == 0: raise ValueError("Data folders are empty") diff --git a/napari_cellseg3d/dev_scripts/crop_data.py b/napari_cellseg3d/dev_scripts/crop_data.py index ff337e34..b76bc4a0 100644 --- a/napari_cellseg3d/dev_scripts/crop_data.py +++ b/napari_cellseg3d/dev_scripts/crop_data.py @@ -1,3 +1,4 @@ +"""Simple script to fragment a 3d image into smaller 3d images of size roi_size.""" from pathlib import Path import numpy as np @@ -6,6 +7,7 @@ def crop_3d_image(image, roi_size): """Crops a 3d image by extracting all regions of size roi_size. + If the edge of the array is reached, the cropped region is overlapped with the previous cropped region. """ image_size = image.shape @@ -44,7 +46,7 @@ def crop_3d_image(image, roi_size): ) if not image_path.exists() or not image_path.is_dir(): raise ValueError(f"Image path {image_path} does not exist") - image_list = image_path.glob("*.tif") + image_list = image_path.glob("*.tif, *.tiff") for j in image_list: print(j) image = imread(str(j)) diff --git a/napari_cellseg3d/dev_scripts/remote_training.py b/napari_cellseg3d/dev_scripts/remote_training.py index e2d05d12..94291e7c 100644 --- a/napari_cellseg3d/dev_scripts/remote_training.py +++ b/napari_cellseg3d/dev_scripts/remote_training.py @@ -60,8 +60,8 @@ def prepare_data(images_path, labels_path): if not RESULTS_PATH.exists(): RESULTS_PATH.mkdir(parents=True, exist_ok=True) - images = sorted(Path.glob(images_path, "*.tif")) - labels = sorted(Path.glob(labels_path, "*.tif")) + images = sorted(Path.glob(images_path, "*.tif, *.tiff")) + labels = sorted(Path.glob(labels_path, "*.tif, *.tiff")) print(f"Images paths: {images}") print(f"Labels paths: {labels}") From 62b76c8d18f2de80b4f9e97d68486bb2343830c6 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Tue, 21 Nov 2023 13:59:53 +0100 Subject: [PATCH 14/27] Fix tests and tif+tiff loading --- napari_cellseg3d/_tests/res/test.tif | Bin 1520 -> 2107 bytes .../_tests/res/wnet_test/lab/test.tif | Bin 2108638 -> 2026 bytes .../_tests/res/wnet_test/test.tif | Bin 2108638 -> 2107 bytes .../_tests/res/wnet_test/vol/test.tif | Bin 2108638 -> 2107 bytes napari_cellseg3d/_tests/test_inference.py | 9 +++++--- .../_tests/test_plugin_inference.py | 2 +- .../_tests/test_plugin_training.py | 2 +- napari_cellseg3d/_tests/test_review.py | 3 ++- napari_cellseg3d/_tests/test_training.py | 4 +++- napari_cellseg3d/_tests/test_utils.py | 9 ++++++++ .../code_models/model_framework.py | 7 +++++- napari_cellseg3d/code_plugins/plugin_base.py | 6 ++--- .../dev_scripts/colab_training.py | 12 +++++++--- napari_cellseg3d/dev_scripts/crop_data.py | 4 +++- .../dev_scripts/remote_training.py | 5 +++-- 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VolumeCentroid xCentroid yCentroid zSphericity (axes)
03001.36000037.02333392.2500000.717762
15253.84190546.805714107.5238100.786816
2300.76666758.166667111.0333330.936567
31762.49431861.10227396.1193180.735703
4670.43283666.597015107.3432840.497017
..................
13811061.72727346.363636107.8090910.874229
13912661.84920678.492063101.6984130.858409
14012761.724409107.83464673.6692910.684180
14113862.31159487.884058109.0217390.595041
1425362.71698130.05660493.2264150.617935
\n", + "

143 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " Volume Centroid x Centroid y Centroid z Sphericity (axes)\n", + "0 300 1.360000 37.023333 92.250000 0.717762\n", + "1 525 3.841905 46.805714 107.523810 0.786816\n", + "2 30 0.766667 58.166667 111.033333 0.936567\n", + "3 176 2.494318 61.102273 96.119318 0.735703\n", + "4 67 0.432836 66.597015 107.343284 0.497017\n", + ".. ... ... ... ... ...\n", + "138 110 61.727273 46.363636 107.809091 0.874229\n", + "139 126 61.849206 78.492063 101.698413 0.858409\n", + "140 127 61.724409 107.834646 73.669291 0.684180\n", + "141 138 62.311594 87.884058 109.021739 0.595041\n", + "142 53 62.716981 30.056604 93.226415 0.617935\n", + "\n", + "[143 rows x 5 columns]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "display(data[[\"Volume\", \"Centroid x\", \"Centroid y\", \"Centroid z\", \"Sphericity (axes)\"]])" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Image size (64, 128, 153)\n", + "Total image volume 1253376.0\n", + "Total object volume (pixels) 17601.0\n", + "Filling ratio 0.014043\n", + "Number objects 143.0\n", + "Name: 0, dtype: object" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "display(data[[\"Image size\", \"Total image volume\", \"Total object volume (pixels)\", \"Filling ratio\", \"Number objects\"]].loc[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plotting function\n", + "\n", + "This is an example, please feel free to modify it to your needs." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4074f947-4b61-45c9-bc83-d644250c5bc0", + "metadata": {}, + "outputs": [], + "source": [ + "def plot_data(data_path, x_inv=False, y_inv=False, z_inv=False):\n", + " data = pd.read_csv(data_path, index_col=False)\n", + "\n", + " x = data[\"Centroid x\"]\n", + " y = data[\"Centroid y\"]\n", + " z = data[\"Centroid z\"]\n", + "\n", + " x = np.floor(x)\n", + " y = np.floor(y)\n", + " z = np.floor(z)\n", + "\n", + " maxsph = max(data[\"Sphericity (axes)\"])\n", + " minsph = min(data[\"Sphericity (axes)\"])\n", + "\n", + " cmap = cm.jet\n", + " norm = Normalize(minsph, maxsph)\n", + " col = [cmap(norm(sph)) for sph in data[\"Sphericity (axes)\"]]\n", + "\n", + " fig = plt.figure(figsize=(15, 15))\n", + " ax = fig.add_subplot(projection=\"3d\")\n", + "\n", + " scatter = ax.scatter(x, y, z, marker=\"o\", c=col, s=data[\"Volume\"])\n", + " fig.colorbar(\n", + " cm.ScalarMappable(norm=norm, cmap=cmap), shrink=0.5, label=\"Sphericity\"\n", + " )\n", + "\n", + " handles, labels = scatter.legend_elements(prop=\"sizes\", alpha=0.6)\n", + " legend2 = ax.legend(\n", + " handles, labels, loc=\"center left\", title=\"Volume\", labelspacing=1.7\n", + " )\n", + "\n", + " ax.set_title(\n", + " f\"Cell location from centroids\\nTotal number of cells : {int(data['Number objects'][0])}\",\n", + " fontdict={\"fontsize\": 18},\n", + " )\n", + " ax.set_xlabel(\"X\")\n", + " ax.set_ylabel(\"Y\")\n", + " ax.set_zlabel(\"Z\")\n", + "\n", + " if x_inv:\n", + " ax.invert_xaxis()\n", + " if y_inv:\n", + " ax.invert_yaxis()\n", + " if z_inv:\n", + " ax.invert_zaxis()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2c8e6f13-c14e-472b-9d65-28c537c7cbbb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_data(\"plots_data.csv\")" + ] + }, + { + "cell_type": "markdown", + "id": "5c738df0-f114-43c8-ba00-3e442fd477b1", + "metadata": {}, + "source": [ + "## Plotly version\n", + "### Requires :\n", + "* Plotly library ``pip install plotly==5.8.0``\n", + "* Installation of jupyter extensions, see [Getting started](https://plotly.com/python/getting-started/#jupyterlab-support) > Jupyter Lab support" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "96e21b9e-1a44-4902-ba3f-085de438359f", + "metadata": {}, + "outputs": [], + "source": [ + "import plotly.graph_objects as go\n", + "from plotly.offline import iplot, init_notebook_mode" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "ee17d656-2868-4164-9937-8c07d7fc8d4f", + "metadata": {}, + "outputs": [], + "source": [ + "def plotly_cells_stats(data):\n", + " init_notebook_mode() # initiate notebook for offline plot\n", + "\n", + " x = data[\"Centroid x\"]\n", + " y = data[\"Centroid y\"]\n", + " z = data[\"Centroid z\"]\n", + "\n", + " fig = go.Figure(\n", + " data=go.Scatter3d(\n", + " x=np.floor(x),\n", + " y=np.floor(y),\n", + " z=np.floor(z),\n", + " mode=\"markers\",\n", + " marker=dict(\n", + " sizemode=\"diameter\",\n", + " sizeref=30,\n", + " sizemin=20,\n", + " size=data[\"Volume\"],\n", + " color=data[\"Sphericity (axes)\"],\n", + " colorscale=\"Turbo_r\",\n", + " colorbar_title=\"Sphericity\",\n", + " line_color=\"rgb(140, 140, 170)\",\n", + " ),\n", + " )\n", + " )\n", + "\n", + " fig.update_layout(\n", + " height=600,\n", + " width=600,\n", + " title=f'Total number of cells : {int(data[\"Number objects\"][0])}',\n", + " )\n", + "\n", + " fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3a16bcf3-34a2-4def-920d-44ee3db069f5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + " \n", + " " + ] + }, + "metadata": {}, + "output_type": 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"#E5ECF6", + "caxis": { + "gridcolor": "white", + "linecolor": "white", + "ticks": "" + } + }, + "title": { + "x": 0.05 + }, + "xaxis": { + "automargin": true, + "gridcolor": "white", + "linecolor": "white", + "ticks": "", + "title": { + "standoff": 15 + }, + "zerolinecolor": "white", + "zerolinewidth": 2 + }, + "yaxis": { + "automargin": true, + "gridcolor": "white", + "linecolor": "white", + "ticks": "", + "title": { + "standoff": 15 + }, + "zerolinecolor": "white", + "zerolinewidth": 2 + } + } + }, + "title": { + "text": "Total number of cells : 143" + }, + "width": 600 + } + }, + "text/html": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plotly_cells_stats(data)" + ] + }, + { + "cell_type": "markdown", + "id": "36d137e4-9a5d-4761-b322-06bab43972e3", + "metadata": {}, + "source": [ + "Save as html in case plotly plots do not render correctly :" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0513680c-592d-408c-bf84-b9a85ef3bc91", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import os\n", + "\n", + "os.system(\"jupyter nbconvert --to html csv_cell_plot.ipynb\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/full_plot.ipynb b/notebooks/labels_plot.ipynb similarity index 92% rename from notebooks/full_plot.ipynb rename to notebooks/labels_plot.ipynb index 87f973f9..4564fd93 100644 --- a/notebooks/full_plot.ipynb +++ b/notebooks/labels_plot.ipynb @@ -1,5 +1,15 @@ { "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Labels plot\n", + "\n", + "This simple notebook shows how you can plot your labels in jupyter using matplotlib.\n", + "Viewing in napari is recommended however, as it allows you to interact with thel labels." + ] + }, { "cell_type": "code", "execution_count": null, @@ -16,21 +26,21 @@ { "cell_type": "code", "execution_count": null, + "metadata": { + "collapsed": false + }, "outputs": [], "source": [ "import sys\n", "!{sys.executable} -m pip install plotly" - ], - "metadata": { - "collapsed": false - } + ] }, { "cell_type": "markdown", "id": "cb6ce5bf-0a09-46a4-988c-2183d09a8211", "metadata": {}, "source": [ - "# Plot of the labels" + "## Plot of the labels" ] }, {

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zDI-zVc#L=zyAY>hKThJU@j;@ju?iQ_Ds~}G#T&${n3RbqYaGu_yfr3H#Rfb?tC*CT zC~Hi|OSFnzh*NP1@hT=|A<7zC@eyy0iBmD(A)-}G%1V?q?jl~rF2t$WgP(Y7%tn+o zmJuLY#V*9Dc!78old=X>xfse3vnuTJW9MZ<|fJ-i--`dVi)36jI!AOOBeeejqLvc Dl@(^S diff --git a/napari_cellseg3d/_tests/test_inference.py b/napari_cellseg3d/_tests/test_inference.py index bc7f8f0f..a0f28b83 100644 --- a/napari_cellseg3d/_tests/test_inference.py +++ b/napari_cellseg3d/_tests/test_inference.py @@ -94,11 +94,14 @@ def __call__(self, x): def test_post_processing(): - config = InferenceWorkerConfig() - worker = InferenceWorker(worker_config=config) - image = rand_gen.random((1, 1, 64, 64, 64)) labels = rand_gen.random((1, 2, 64, 64, 64)) + mock_layer = napari.layers.Image(data=image) + mock_layer.name = "test" + + config = InferenceWorkerConfig() + config.layer = mock_layer + worker = InferenceWorker(worker_config=config) results = worker.run_crf(image, labels, lambda x: x) assert results.shape == (2, 64, 64, 64) diff --git a/napari_cellseg3d/_tests/test_plugin_inference.py b/napari_cellseg3d/_tests/test_plugin_inference.py index eb4254e1..9f004b17 100644 --- a/napari_cellseg3d/_tests/test_plugin_inference.py +++ b/napari_cellseg3d/_tests/test_plugin_inference.py @@ -50,7 +50,7 @@ def test_inference(make_napari_viewer_proxy, qtbot): assert worker.config is not None assert worker.config.model_info is not None assert worker.config.sliding_window_config.is_enabled() is False - worker.config.layer = viewer.layers[0].data + worker.config.layer = viewer.layers[0] worker.config.post_process_config.instance.enabled = True worker.config.post_process_config.instance.method = ( INSTANCE_SEGMENTATION_METHOD_LIST["Watershed"]() diff --git a/napari_cellseg3d/_tests/test_plugin_training.py b/napari_cellseg3d/_tests/test_plugin_training.py index 3e6dfe8e..37897ee9 100644 --- a/napari_cellseg3d/_tests/test_plugin_training.py +++ b/napari_cellseg3d/_tests/test_plugin_training.py @@ -44,7 +44,7 @@ def test_worker_configs(make_napari_viewer_proxy): worker.config, attr ) widget.unsupervised_images_filewidget.text_field.setText( - str(im_path.parent) + str(im_path.parent / "wnet_test") ) widget.data = widget.create_dataset_dict_no_labs() worker = widget._create_worker(additional_results_description="TEST_2") diff --git a/napari_cellseg3d/_tests/test_review.py b/napari_cellseg3d/_tests/test_review.py index 356e0140..98f4f682 100644 --- a/napari_cellseg3d/_tests/test_review.py +++ b/napari_cellseg3d/_tests/test_review.py @@ -10,10 +10,11 @@ def test_launch_review(make_napari_viewer_proxy): # widget.filetype_choice.setCurrentIndex(0) im_path = str(Path(__file__).resolve().parent / "res/test.tif") + lab_path = str(Path(__file__).resolve().parent / "res/test_labels.tif") widget.folder_choice.setChecked(True) widget.image_filewidget.text_field = im_path - widget.labels_filewidget.text_field = im_path + widget.labels_filewidget.text_field = lab_path widget.results_filewidget.text_field = str( Path(__file__).resolve().parent / "res" ) diff --git a/napari_cellseg3d/_tests/test_training.py b/napari_cellseg3d/_tests/test_training.py index e764ff37..dbbed0d1 100644 --- a/napari_cellseg3d/_tests/test_training.py +++ b/napari_cellseg3d/_tests/test_training.py @@ -19,6 +19,8 @@ im_path = Path(__file__).resolve().parent / "res/test.tif" im_path_str = str(im_path) +lab_path = Path(__file__).resolve().parent / "res/test_labels.tif" +lab_path_str = str(lab_path) def test_supervised_training(make_napari_viewer_proxy): @@ -34,7 +36,7 @@ def test_supervised_training(make_napari_viewer_proxy): assert not widget.check_ready() widget.images_filepaths = [im_path_str] - widget.labels_filepaths = [im_path_str] + widget.labels_filepaths = [lab_path_str] widget.epoch_choice.setValue(1) widget.val_interval_choice.setValue(1) widget.device_choice.setCurrentIndex(0) diff --git a/napari_cellseg3d/_tests/test_utils.py b/napari_cellseg3d/_tests/test_utils.py index 5d4677ac..a9fb60de 100644 --- a/napari_cellseg3d/_tests/test_utils.py +++ b/napari_cellseg3d/_tests/test_utils.py @@ -253,3 +253,12 @@ def test_quantile_norm(): array_norm = utils.quantile_normalization(array) assert array_norm.min() >= low_quantile assert array_norm.max() <= high_quantile + + +def test_get_all_matching_files(): + test_image_path = Path(__file__).resolve().parent / "res/wnet_test" + paths = utils.get_all_matching_files(test_image_path) + + assert len(paths) == 1 + assert [Path(p).is_file() for p in paths] + assert [Path(p).suffix == ".tif" for p in paths] diff --git a/napari_cellseg3d/code_models/model_framework.py b/napari_cellseg3d/code_models/model_framework.py index c3123aef..0b508c83 100644 --- a/napari_cellseg3d/code_models/model_framework.py +++ b/napari_cellseg3d/code_models/model_framework.py @@ -252,7 +252,12 @@ def get_unsupervised_image_filepaths(self): if not volume_directory.exists(): raise ValueError(f"Data folder {volume_directory} does not exist") - return sorted(Path.glob(volume_directory, "*.tif, *.tiff")) + files = ( + p.resolve() + for p in Path(volume_directory).glob("**/*") + if p.suffix in {".tif", ".tiff"} + ) + return sorted(files) def create_dataset_dict_no_labs(self): """Creates unsupervised data dictionary for MONAI transforms and training.""" diff --git a/napari_cellseg3d/code_plugins/plugin_base.py b/napari_cellseg3d/code_plugins/plugin_base.py index 915f3749..82d70cab 100644 --- a/napari_cellseg3d/code_plugins/plugin_base.py +++ b/napari_cellseg3d/code_plugins/plugin_base.py @@ -61,7 +61,7 @@ def __init__( ################ self.layer_choice = ui.RadioButton("Layer", parent=self) self.folder_choice = ui.RadioButton("Folder", parent=self) - # self.filetype = None + self.filetype = None self.radio_buttons = ui.combine_blocks( self.folder_choice, self.layer_choice ) @@ -233,8 +233,8 @@ def _show_file_dialog(self): f_name = ui.open_file_dialog(self, self._default_path) logger.debug(f"File dialog returned {f_name}") choice = str(f_name[0]) - # self.filetype = str(Path(choice).suffix) - # logger.debug(f"Filetype set to {self.filetype}") + self.filetype = str(Path(choice).suffix) + logger.debug(f"Filetype set to {self.filetype}") self._update_default_paths() return choice diff --git a/napari_cellseg3d/dev_scripts/colab_training.py b/napari_cellseg3d/dev_scripts/colab_training.py index 0b4d9bb7..8ce16b5d 100644 --- a/napari_cellseg3d/dev_scripts/colab_training.py +++ b/napari_cellseg3d/dev_scripts/colab_training.py @@ -735,7 +735,9 @@ def create_dataset_dict_no_labs(volume_directory): """Creates unsupervised data dictionary for MONAI transforms and training.""" if not volume_directory.exists(): raise ValueError(f"Data folder {volume_directory} does not exist") - images_filepaths = sorted(Path.glob(volume_directory, "*.tif, *.tiff")) + images_filepaths = utils.get_all_matching_files( + volume_directory, {"*.tif", "*.tiff"} + ) if len(images_filepaths) == 0: raise ValueError(f"Data folder {volume_directory} is empty") @@ -755,8 +757,12 @@ def create_eval_dataset_dict(image_directory, label_directory): * "image": image * "label" : corresponding label """ - images_filepaths = sorted(Path.glob(image_directory, "*.tif, *.tiff")) - labels_filepaths = sorted(Path.glob(label_directory, "*.tif, *.tiff")) + images_filepaths = utils.get_all_matching_files( + image_directory, {"*.tif", "*.tiff"} + ) + labels_filepaths = utils.get_all_matching_files( + label_directory, {"*.tif", "*.tiff"} + ) if len(images_filepaths) == 0 or len(labels_filepaths) == 0: raise ValueError("Data folders are empty") diff --git a/napari_cellseg3d/dev_scripts/crop_data.py b/napari_cellseg3d/dev_scripts/crop_data.py index b76bc4a0..0484c66a 100644 --- a/napari_cellseg3d/dev_scripts/crop_data.py +++ b/napari_cellseg3d/dev_scripts/crop_data.py @@ -4,6 +4,8 @@ import numpy as np from tifffile import imread, imwrite +from napari_cellseg3d.utils import get_all_matching_files + def crop_3d_image(image, roi_size): """Crops a 3d image by extracting all regions of size roi_size. @@ -46,7 +48,7 @@ def crop_3d_image(image, roi_size): ) if not image_path.exists() or not image_path.is_dir(): raise ValueError(f"Image path {image_path} does not exist") - image_list = image_path.glob("*.tif, *.tiff") + image_list = get_all_matching_files(image_path) for j in image_list: print(j) image = imread(str(j)) diff --git a/napari_cellseg3d/dev_scripts/remote_training.py b/napari_cellseg3d/dev_scripts/remote_training.py index 94291e7c..4113b211 100644 --- a/napari_cellseg3d/dev_scripts/remote_training.py +++ b/napari_cellseg3d/dev_scripts/remote_training.py @@ -7,6 +7,7 @@ SupervisedTrainingWorker, ) from napari_cellseg3d.utils import LOGGER as logger +from napari_cellseg3d.utils import get_all_matching_files TRAINING_SPLIT = 0.2 # 0.4, 0.8 MODEL_NAME = "SegResNet" # "SwinUNetR" @@ -60,8 +61,8 @@ def prepare_data(images_path, labels_path): if not RESULTS_PATH.exists(): RESULTS_PATH.mkdir(parents=True, exist_ok=True) - images = sorted(Path.glob(images_path, "*.tif, *.tiff")) - labels = sorted(Path.glob(labels_path, "*.tif, *.tiff")) + images = get_all_matching_files(images_path) + labels = get_all_matching_files(labels_path) print(f"Images paths: {images}") print(f"Labels paths: {labels}") diff --git a/napari_cellseg3d/utils.py b/napari_cellseg3d/utils.py index f665230f..59d51965 100644 --- a/napari_cellseg3d/utils.py +++ b/napari_cellseg3d/utils.py @@ -505,6 +505,27 @@ def get_time_filepath(): return f"{datetime.now():%H_%M_%S}" +def get_all_matching_files(path, pattern=None): + """Returns a list of all files in a directory matching the pattern. + + Args: + path (str): path to the directory containing the images + pattern (list): list of file extensions to match + + Returns: + list: list of all files in the directory matching the pattern, sorted alphabetically + """ + if pattern is None: + pattern = {".tif", ".tiff"} + if not path.exists(): + raise ValueError(f"Data folder {path} does not exist") + files = list( + [p.resolve() for p in Path(path).glob("*") if p.suffix in pattern] + ) + LOGGER.debug(f"Found files : {files}") + return sorted(files) + + def load_images(dir_or_path, filetype="", as_folder: bool = False): """Loads the images in ``directory``, with different behaviour depending on ``filetype`` and ``as_folder``. From 7a24794d88ac7f92452668a9d26861828cf6bef2 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Tue, 21 Nov 2023 14:58:08 +0100 Subject: [PATCH 15/27] Fix several test issues and inconsistencies --- .../_tests/test_plugin_training.py | 2 +- napari_cellseg3d/_tests/test_training.py | 2 +- napari_cellseg3d/_tests/test_utils.py | 2 +- .../code_models/model_framework.py | 13 +++--------- napari_cellseg3d/code_plugins/plugin_base.py | 2 +- .../code_plugins/plugin_review.py | 2 +- .../dev_scripts/colab_training.py | 12 +++-------- napari_cellseg3d/utils.py | 20 +++++++++++++++---- 8 files changed, 27 insertions(+), 28 deletions(-) diff --git a/napari_cellseg3d/_tests/test_plugin_training.py b/napari_cellseg3d/_tests/test_plugin_training.py index 37897ee9..41102bbd 100644 --- a/napari_cellseg3d/_tests/test_plugin_training.py +++ b/napari_cellseg3d/_tests/test_plugin_training.py @@ -44,7 +44,7 @@ def test_worker_configs(make_napari_viewer_proxy): worker.config, attr ) widget.unsupervised_images_filewidget.text_field.setText( - str(im_path.parent / "wnet_test") + str((im_path.parent / "wnet_test").resolve()) ) widget.data = widget.create_dataset_dict_no_labs() worker = widget._create_worker(additional_results_description="TEST_2") diff --git a/napari_cellseg3d/_tests/test_training.py b/napari_cellseg3d/_tests/test_training.py index dbbed0d1..0197c3a2 100644 --- a/napari_cellseg3d/_tests/test_training.py +++ b/napari_cellseg3d/_tests/test_training.py @@ -91,7 +91,7 @@ def test_unsupervised_training(make_napari_viewer_proxy): [w.setValue(4) for w in widget.patch_size_widgets] widget.unsupervised_images_filewidget.text_field.setText( - str(im_path.parent) + str((im_path.parent / "wnet_test").resolve()) ) # widget.start() widget.data = widget.create_dataset_dict_no_labs() diff --git a/napari_cellseg3d/_tests/test_utils.py b/napari_cellseg3d/_tests/test_utils.py index a9fb60de..00d3737c 100644 --- a/napari_cellseg3d/_tests/test_utils.py +++ b/napari_cellseg3d/_tests/test_utils.py @@ -26,7 +26,7 @@ def __init__(self, value): def test_save_folder(): test_path = Path(__file__).resolve().parent / "res" folder_name = "test_folder" - images = [rand_gen.random((5, 5, 5)) for _ in range(10)] + images = [rand_gen.random((5, 5, 5)).astype(np.float32) for _ in range(10)] images_paths = [f"{i}.tif" for i in range(10)] utils.save_folder( diff --git a/napari_cellseg3d/code_models/model_framework.py b/napari_cellseg3d/code_models/model_framework.py index 0b508c83..7caff7b6 100644 --- a/napari_cellseg3d/code_models/model_framework.py +++ b/napari_cellseg3d/code_models/model_framework.py @@ -248,16 +248,9 @@ def get_unsupervised_image_filepaths(self): """Returns a list of filepaths to images in the unsupervised images folder.""" volume_directory = Path( self.unsupervised_images_filewidget.text_field.text() - ) - - if not volume_directory.exists(): - raise ValueError(f"Data folder {volume_directory} does not exist") - files = ( - p.resolve() - for p in Path(volume_directory).glob("**/*") - if p.suffix in {".tif", ".tiff"} - ) - return sorted(files) + ).resolve() + logger.debug(f"Volume directory : {volume_directory}") + return utils.get_all_matching_files(volume_directory) def create_dataset_dict_no_labs(self): """Creates unsupervised data dictionary for MONAI transforms and training.""" diff --git a/napari_cellseg3d/code_plugins/plugin_base.py b/napari_cellseg3d/code_plugins/plugin_base.py index 82d70cab..b89856f6 100644 --- a/napari_cellseg3d/code_plugins/plugin_base.py +++ b/napari_cellseg3d/code_plugins/plugin_base.py @@ -411,7 +411,7 @@ def load_dataset_paths(self): # filetype = self.filetype_choice.currentText() directory = ui.open_folder_dialog(self, self._default_path) - file_paths = sorted(Path(directory).glob("*.tif, *.tiff")) + file_paths = utils.get_all_matching_files(directory) if len(file_paths) == 0: logger.warning( "The folder does not contain any compatible .tif files.\n" diff --git a/napari_cellseg3d/code_plugins/plugin_review.py b/napari_cellseg3d/code_plugins/plugin_review.py index cbdd3dd0..f0013cb5 100644 --- a/napari_cellseg3d/code_plugins/plugin_review.py +++ b/napari_cellseg3d/code_plugins/plugin_review.py @@ -199,7 +199,7 @@ def _prepare_data(self): self.config.csv_path = self.results_filewidget.text_field.text() self.config.new_csv = self.new_csv_choice.isChecked() - self.config.filetype = self.filetype + # self.config.filetype = self.filetype if self.anisotropy_widgets.enabled: zoom = self.anisotropy_widgets.scaling_zyx() diff --git a/napari_cellseg3d/dev_scripts/colab_training.py b/napari_cellseg3d/dev_scripts/colab_training.py index 8ce16b5d..b2f8d114 100644 --- a/napari_cellseg3d/dev_scripts/colab_training.py +++ b/napari_cellseg3d/dev_scripts/colab_training.py @@ -735,9 +735,7 @@ def create_dataset_dict_no_labs(volume_directory): """Creates unsupervised data dictionary for MONAI transforms and training.""" if not volume_directory.exists(): raise ValueError(f"Data folder {volume_directory} does not exist") - images_filepaths = utils.get_all_matching_files( - volume_directory, {"*.tif", "*.tiff"} - ) + images_filepaths = utils.get_all_matching_files(volume_directory) if len(images_filepaths) == 0: raise ValueError(f"Data folder {volume_directory} is empty") @@ -757,12 +755,8 @@ def create_eval_dataset_dict(image_directory, label_directory): * "image": image * "label" : corresponding label """ - images_filepaths = utils.get_all_matching_files( - image_directory, {"*.tif", "*.tiff"} - ) - labels_filepaths = utils.get_all_matching_files( - label_directory, {"*.tif", "*.tiff"} - ) + images_filepaths = utils.get_all_matching_files(image_directory) + labels_filepaths = utils.get_all_matching_files(label_directory) if len(images_filepaths) == 0 or len(labels_filepaths) == 0: raise ValueError("Data folders are empty") diff --git a/napari_cellseg3d/utils.py b/napari_cellseg3d/utils.py index 59d51965..8706f9d7 100644 --- a/napari_cellseg3d/utils.py +++ b/napari_cellseg3d/utils.py @@ -510,19 +510,31 @@ def get_all_matching_files(path, pattern=None): Args: path (str): path to the directory containing the images - pattern (list): list of file extensions to match + pattern (list): list of file extensions to match, defaults to [".tif", ".tiff"] if None Returns: list: list of all files in the directory matching the pattern, sorted alphabetically """ if pattern is None: pattern = {".tif", ".tiff"} + path = Path(path).resolve() if not path.exists(): raise ValueError(f"Data folder {path} does not exist") - files = list( - [p.resolve() for p in Path(path).glob("*") if p.suffix in pattern] - ) + files = list([p for p in Path(path).glob("*") if p.suffix in pattern]) + # for p in Path(path).glob("*"): + # LOGGER.debug(f"Found file {p} with suffix {p.suffix}") + # LOGGER.debug(f"Suffix in pattern : {p.suffix in pattern}") + # if p.suffix in pattern: + # LOGGER.debug(f"File {p} matches pattern") LOGGER.debug(f"Found files : {files}") + try: + if len(files) == 0: + LOGGER.warning(f"No files found in {path}") + return None + except TypeError: + if files is None: + LOGGER.warning(f"No files found in {path}") + return None return sorted(files) From 9d896b80e54aede94531b32fa102d65fa6f5509e Mon Sep 17 00:00:00 2001 From: C-Achard Date: Tue, 21 Nov 2023 14:58:22 +0100 Subject: [PATCH 16/27] Update .gitignore --- .gitignore | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/.gitignore b/.gitignore index 5d60f755..27d65d77 100644 --- a/.gitignore +++ b/.gitignore @@ -115,6 +115,8 @@ notebooks/instance_test.ipynb *.prof /docs/_build/ /docs/source/code/_autosummary/*.rst +cov.syspath.txt +napari_cellseg3d/dev_scripts/wandb #include test data !napari_cellseg3d/_tests/res/test.tif @@ -123,9 +125,7 @@ notebooks/instance_test.ipynb !napari_cellseg3d/_tests/res/wnet_test/*.tif !napari_cellseg3d/_tests/res/wnet_test/lab/*.tif !napari_cellseg3d/_tests/res/wnet_test/vol/*.tif -cov.syspath.txt #include docs images !docs/source/logo/* !docs/source/images/* -napari_cellseg3d/dev_scripts/wandb From 3b1cd8d91122fd3aa82b5bb45c240d6dbf81e139 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Tue, 21 Nov 2023 16:30:32 +0100 Subject: [PATCH 17/27] Move pydensecrf back to main repo --- .github/workflows/test_and_deploy.yml | 2 +- napari_cellseg3d/code_models/crf.py | 2 +- pyproject.toml | 6 ++++-- tox.ini | 2 +- 4 files changed, 7 insertions(+), 5 deletions(-) diff --git a/.github/workflows/test_and_deploy.yml b/.github/workflows/test_and_deploy.yml index b6c9d848..e5a2cc13 100644 --- a/.github/workflows/test_and_deploy.yml +++ b/.github/workflows/test_and_deploy.yml @@ -52,7 +52,7 @@ jobs: run: | python -m pip install --upgrade pip python -m pip install setuptools tox tox-gh-actions -# pip install git+https://github.com/kodalli/pydensecrf.git@master#egg=pydensecrf +# pip install git+https://github.com/lucasb-eyer/pydensecrf.git@master#egg=pydensecrf # this runs the platform-specific tests declared in tox.ini - name: Test with tox diff --git a/napari_cellseg3d/code_models/crf.py b/napari_cellseg3d/code_models/crf.py index d59698e6..9dc148b2 100644 --- a/napari_cellseg3d/code_models/crf.py +++ b/napari_cellseg3d/code_models/crf.py @@ -16,7 +16,7 @@ Philipp Krähenbühl and Vladlen Koltun NIPS 2011 -Implemented using the pydense library available at https://github.com/kodalli/pydensecrf. +Implemented using the pydense library available at https://github.com/lucasb-eyer/pydensecrf. """ from warnings import warn diff --git a/pyproject.toml b/pyproject.toml index 2be8ce1d..65963a88 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -125,7 +125,7 @@ line_length = 79 [project.optional-dependencies] crf = [ - "pydensecrf@git+https://github.com/kodalli/pydensecrf.git#egg=master", + "pydensecrf@git+https://github.com/lucasb-eyer/pydensecrf.git#egg=master", ] onnx-cpu = [ "onnx", @@ -156,5 +156,7 @@ test = [ "coverage", "tox", "twine", - "pydensecrf@git+https://github.com/kodalli/pydensecrf.git#egg=master", + "pydensecrf@git+https://github.com/lucasb-eyer/pydensecrf.git#egg=master", + "onnx", + "onnxruntime", ] diff --git a/tox.ini b/tox.ini index 195b0dff..b8c76091 100644 --- a/tox.ini +++ b/tox.ini @@ -34,7 +34,7 @@ deps = magicgui pytest-qt qtpy - git+https://github.com/kodalli/pydensecrf.git@master#egg=pydensecrf + git+https://github.com/lucasb-eyer/pydensecrf.git@master#egg=pydensecrf onnx onnxruntime ; pyopencl[pocl] From 7adc683f0290c1d08475665d02449381c383dad4 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 22 Nov 2023 14:10:51 +0100 Subject: [PATCH 18/27] Update worker_inference.py --- napari_cellseg3d/code_models/worker_inference.py | 5 +++++ 1 file changed, 5 insertions(+) diff --git a/napari_cellseg3d/code_models/worker_inference.py b/napari_cellseg3d/code_models/worker_inference.py index 490bdb6d..d5f00704 100644 --- a/napari_cellseg3d/code_models/worker_inference.py +++ b/napari_cellseg3d/code_models/worker_inference.py @@ -203,6 +203,8 @@ def load_folder(self): pad = utils.get_padding_dim(check) if self.config.sliding_window_config.is_enabled(): + logger.debug("Sliding window is enabled") + logger.debug(f"Loading image with shape : {str(check)}") load_transforms = Compose( [ LoadImaged(keys=["image"], image_only=True), @@ -215,6 +217,9 @@ def load_folder(self): ] ) else: + logger.debug("Sliding window is disabled") + logger.debug("Applying padding") + logger.debug(f"Loading image with shape: {str(pad)}") load_transforms = Compose( [ LoadImaged(keys=["image"], image_only=True), From 5d5b0a3a9ba2331fa28a6877edc369566720aa11 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 22 Nov 2023 14:15:09 +0100 Subject: [PATCH 19/27] Update worker_inference.py --- .../code_models/worker_inference.py | 18 +++++++++++++----- 1 file changed, 13 insertions(+), 5 deletions(-) diff --git a/napari_cellseg3d/code_models/worker_inference.py b/napari_cellseg3d/code_models/worker_inference.py index d5f00704..b04d4011 100644 --- a/napari_cellseg3d/code_models/worker_inference.py +++ b/napari_cellseg3d/code_models/worker_inference.py @@ -34,7 +34,6 @@ LogSignal, ONNXModelWrapper, QuantileNormalization, - QuantileNormalizationd, RemapTensor, Threshold, WeightsDownloader, @@ -212,7 +211,7 @@ def load_folder(self): EnsureChannelFirstd(keys=["image"]), # Orientationd(keys=["image"], axcodes="PLI"), # anisotropic_transform, - QuantileNormalizationd(keys=["image"]), + # QuantileNormalizationd(keys=["image"]), EnsureTyped(keys=["image"]), ] ) @@ -225,7 +224,7 @@ def load_folder(self): LoadImaged(keys=["image"], image_only=True), # AddChanneld(keys=["image"]), #already done EnsureChannelFirstd(keys=["image"]), - QuantileNormalizationd(keys=["image"]), + # QuantileNormalizationd(keys=["image"]), # Orientationd(keys=["image"], axcodes="PLI"), # anisotropic_transform, SpatialPadd(keys=["image"], spatial_size=pad), @@ -339,12 +338,21 @@ def model_output( # logger.debug(f"model : {model}") logger.debug(f"inputs shape : {inputs.shape}") logger.debug(f"inputs type : {inputs.dtype}") - # normalization = QuantileNormalization() + if ( + self.config.layer is None + and self.config.images_filepaths is not None + ): + normalization = QuantileNormalization() + else: + + def normalization(x): + return x + try: # outputs = model(inputs) def model_output_wrapper(inputs): - # inputs = normalization(inputs) + inputs = normalization(inputs) result = model(inputs) ####################### EXPERIMENTAL CODE From 0b03fe70f1e7de52eeeb2de19dfbc4cadf6ef4a4 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 22 Nov 2023 14:20:21 +0100 Subject: [PATCH 20/27] Update worker_inference.py --- napari_cellseg3d/code_models/worker_inference.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/napari_cellseg3d/code_models/worker_inference.py b/napari_cellseg3d/code_models/worker_inference.py index b04d4011..3377ef7f 100644 --- a/napari_cellseg3d/code_models/worker_inference.py +++ b/napari_cellseg3d/code_models/worker_inference.py @@ -539,7 +539,7 @@ def save_image( additional_info (str, optional): additional info to add to the filename. Defaults to "". """ if not from_layer: - original_filename = "_" + self.get_original_filename(i) + "_" + original_filename = self.get_original_filename(i) + "_" filetype = self.config.filetype else: layer_name = self.config.layer.name From b824bfb55e47b667cf40e7813782a8e134abe173 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 22 Nov 2023 16:39:06 +0100 Subject: [PATCH 21/27] Reduce warning spam in stats --- .../code_models/instance_segmentation.py | 12 ++++++++++-- napari_cellseg3d/utils.py | 6 +++--- 2 files changed, 13 insertions(+), 5 deletions(-) diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index 1736f5a4..4b024588 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -450,7 +450,15 @@ def sphericity(region): np.nan ) # FIXME better way ? inconsistent errors in region.axis_minor_length - sphericity_ax = [sphericity(region) for region in properties] + sphericities = [] + nan_errors_count = 0 + for region in properties: + sphericity_ax = sphericity(region) + if sphericity_axis is None: + sphericity_ax = np.nan + nan_errors_count += 1 + sphericities.append(sphericity_ax) + # for region in properties: # object = (volume_image == region.label).transpose(1, 2, 0) # verts, faces, _, values = marching_cubes( @@ -476,7 +484,7 @@ def sphericity(region): [region.centroid[0] for region in properties], [region.centroid[1] for region in properties], [region.centroid[2] for region in properties], - sphericity_ax, + sphericities, fill([volume_image.shape]), fill([len(volume_image.flatten())]), fill([np.sum(volume)]), diff --git a/napari_cellseg3d/utils.py b/napari_cellseg3d/utils.py index 8706f9d7..5740d9d3 100644 --- a/napari_cellseg3d/utils.py +++ b/napari_cellseg3d/utils.py @@ -193,10 +193,10 @@ def sphericity_axis(semi_major, semi_minor): / (a + (b**2) / root * np.log((a + root) / b)) ) except ZeroDivisionError: - LOGGER.warning( - "Zero division in sphericity calculation was replaced by 0" + LOGGER.debug( + "Zero division in sphericity calculation was replaced by None" ) - result = 0 + result = None except ValueError as e: LOGGER.warning(f"Error encountered in calculation : {e}") result = "Error in calculation" From c6f6d6a43f8552f5c2fca43a92df79d766cca16b Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 22 Nov 2023 16:40:58 +0100 Subject: [PATCH 22/27] Update instance_segmentation.py --- napari_cellseg3d/code_models/instance_segmentation.py | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index 4b024588..86a69022 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -458,7 +458,9 @@ def sphericity(region): sphericity_ax = np.nan nan_errors_count += 1 sphericities.append(sphericity_ax) - + logger.warning( + f"Due to divisions by zero issues, {nan_errors_count} sphericities were set to NaN. This occurs for objects with a volume of 1 pixel." + ) # for region in properties: # object = (volume_image == region.label).transpose(1, 2, 0) # verts, faces, _, values = marching_cubes( From f2f4b52ec36ec8dad19aa21ebd51542951e7b523 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 22 Nov 2023 16:42:48 +0100 Subject: [PATCH 23/27] Update utils.py --- napari_cellseg3d/utils.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/napari_cellseg3d/utils.py b/napari_cellseg3d/utils.py index 5740d9d3..91bd73ae 100644 --- a/napari_cellseg3d/utils.py +++ b/napari_cellseg3d/utils.py @@ -202,8 +202,8 @@ def sphericity_axis(semi_major, semi_minor): result = "Error in calculation" if math.isnan(result): - LOGGER.warning("NaN in sphericity calculation was replaced by 0") - result = 0 + LOGGER.debug("NaN in sphericity calculation was replaced by None") + result = None return result From 29894c567b324405429df751c4bf1511685f65fe Mon Sep 17 00:00:00 2001 From: C-Achard Date: Wed, 22 Nov 2023 16:44:11 +0100 Subject: [PATCH 24/27] Update instance_segmentation.py --- napari_cellseg3d/code_models/instance_segmentation.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index 86a69022..044b0e7b 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -459,7 +459,7 @@ def sphericity(region): nan_errors_count += 1 sphericities.append(sphericity_ax) logger.warning( - f"Due to divisions by zero issues, {nan_errors_count} sphericities were set to NaN. This occurs for objects with a volume of 1 pixel." + f"{nan_errors_count} invalid sphericities were set to NaN. This occurs for objects with a volume of 1 pixel." ) # for region in properties: # object = (volume_image == region.label).transpose(1, 2, 0) From 7064d9514cf4f909adfab8695f42516c6ede5f91 Mon Sep 17 00:00:00 2001 From: C-Achard Date: Sat, 25 Nov 2023 14:40:05 +0100 Subject: [PATCH 25/27] Fix attr error in inference --- napari_cellseg3d/code_models/worker_inference.py | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/napari_cellseg3d/code_models/worker_inference.py b/napari_cellseg3d/code_models/worker_inference.py index 3377ef7f..7888ebeb 100644 --- a/napari_cellseg3d/code_models/worker_inference.py +++ b/napari_cellseg3d/code_models/worker_inference.py @@ -542,7 +542,10 @@ def save_image( original_filename = self.get_original_filename(i) + "_" filetype = self.config.filetype else: - layer_name = self.config.layer.name + try: + layer_name = self.config.layer.name + except AttributeError: + layer_name = "volume" original_filename = f"{layer_name}_" filetype = ".tif" From 9e7d1ab69b58624ea338e6f92b99671971571733 Mon Sep 17 00:00:00 2001 From: Cyril Achard <94955160+C-Achard@users.noreply.github.com> Date: Tue, 5 Dec 2023 14:37:16 +0100 Subject: [PATCH 26/27] Add artifact removal (#60) * WIP add artifact removal * Add utils and inference worker artifact removal * Fix issue with layer type in utils * Add better pbar and windowed artifact rem * Refactor results name to be more explicit * Add working pbar to Inference log * Reduce requirements * Fix spheric. test and import checking * Update worker_training.py * Update worker_training.py --- napari_cellseg3d/_tests/test_inference.py | 2 +- .../_tests/test_plugin_inference.py | 10 +- napari_cellseg3d/_tests/test_utils.py | 4 + napari_cellseg3d/code_models/crf.py | 47 +++++--- .../code_models/instance_segmentation.py | 50 +++++++- .../code_models/worker_inference.py | 36 +++++- .../code_models/worker_training.py | 31 +++-- napari_cellseg3d/code_models/workers_utils.py | 24 +++- .../code_plugins/plugin_convert.py | 112 ++++++++++++++++++ .../code_plugins/plugin_model_inference.py | 89 ++++++++++++-- .../code_plugins/plugin_utilities.py | 5 + napari_cellseg3d/config.py | 2 + napari_cellseg3d/interface.py | 8 +- napari_cellseg3d/utils.py | 23 +++- pyproject.toml | 13 +- 15 files changed, 387 insertions(+), 69 deletions(-) diff --git a/napari_cellseg3d/_tests/test_inference.py b/napari_cellseg3d/_tests/test_inference.py index a0f28b83..62972ba1 100644 --- a/napari_cellseg3d/_tests/test_inference.py +++ b/napari_cellseg3d/_tests/test_inference.py @@ -90,7 +90,7 @@ def __call__(self, x): post_process_transforms=mock_work(), ) assert isinstance(res, InferenceResult) - assert res.result is not None + assert res.semantic_segmentation is not None def test_post_processing(): diff --git a/napari_cellseg3d/_tests/test_plugin_inference.py b/napari_cellseg3d/_tests/test_plugin_inference.py index 9f004b17..de518b3d 100644 --- a/napari_cellseg3d/_tests/test_plugin_inference.py +++ b/napari_cellseg3d/_tests/test_plugin_inference.py @@ -25,7 +25,7 @@ def test_inference(make_napari_viewer_proxy, qtbot): assert len(viewer.layers) == 1 - widget.window_infer_box.setChecked(True) + widget.use_window_choice.setChecked(True) widget.window_overlap_slider.setValue(0) widget.keep_data_on_cpu_box.setChecked(True) @@ -33,7 +33,7 @@ def test_inference(make_napari_viewer_proxy, qtbot): widget.model_choice.setCurrentText("WNet") widget._restrict_window_size_for_model() - assert widget.window_infer_box.isChecked() + assert widget.use_window_choice.isChecked() assert widget.window_size_choice.currentText() == "64" test_model_name = "test" @@ -41,7 +41,7 @@ def test_inference(make_napari_viewer_proxy, qtbot): widget.model_choice.addItem(test_model_name) widget.model_choice.setCurrentText(test_model_name) - widget.window_infer_box.setChecked(False) + widget.use_window_choice.setChecked(False) widget.worker_config = widget._set_worker_config() assert widget.worker_config is not None assert widget.model_info is not None @@ -61,7 +61,7 @@ def test_inference(make_napari_viewer_proxy, qtbot): res = next(worker.inference()) assert isinstance(res, InferenceResult) - assert res.result.shape == (8, 8, 8) + assert res.semantic_segmentation.shape == (8, 8, 8) assert res.instance_labels.shape == (8, 8, 8) widget.on_yield(res) @@ -73,7 +73,7 @@ def test_inference(make_napari_viewer_proxy, qtbot): instance_labels=mock_labels, crf_results=mock_image, stats=[volume_stats(mock_labels)], - result=mock_image, + semantic_segmentation=mock_image, model_name="test", ) num_layers = len(viewer.layers) diff --git a/napari_cellseg3d/_tests/test_utils.py b/napari_cellseg3d/_tests/test_utils.py index 00d3737c..a9596432 100644 --- a/napari_cellseg3d/_tests/test_utils.py +++ b/napari_cellseg3d/_tests/test_utils.py @@ -64,6 +64,10 @@ def test_sphericities(): sphericity_axes = 0 except ValueError: sphericity_axes = 0 + if sphericity_axes is None: + sphericity_axes = ( + 0 # errors already handled in function, returns None + ) assert 0 <= sphericity_axes <= 1 diff --git a/napari_cellseg3d/code_models/crf.py b/napari_cellseg3d/code_models/crf.py index 9dc148b2..b1dcc940 100644 --- a/napari_cellseg3d/code_models/crf.py +++ b/napari_cellseg3d/code_models/crf.py @@ -18,10 +18,23 @@ Implemented using the pydense library available at https://github.com/lucasb-eyer/pydensecrf. """ +import importlib -from warnings import warn +import numpy as np +from napari.qt.threading import GeneratorWorker + +from napari_cellseg3d.config import CRFConfig +from napari_cellseg3d.utils import LOGGER as logger -try: +spec = importlib.util.find_spec("pydensecrf") +CRF_INSTALLED = spec is not None +if not CRF_INSTALLED: + logger.info( + "pydensecrf not installed, CRF post-processing will not be available. " + "Please install by running pip install cellseg3d[crf]" + "This is not a hard requirement, you do not need it to install it unless you want to use the CRF post-processing step." + ) +else: import pydensecrf.densecrf as dcrf from pydensecrf.utils import ( create_pairwise_bilateral, @@ -29,21 +42,23 @@ unary_from_softmax, ) - CRF_INSTALLED = True -except ImportError: - warn( - "pydensecrf not installed, CRF post-processing will not be available. " - "Please install by running pip install cellseg3d[crf]", - stacklevel=1, - ) - CRF_INSTALLED = False - +# try: +# import pydensecrf.densecrf as dcrf +# from pydensecrf.utils import ( +# create_pairwise_bilateral, +# create_pairwise_gaussian, +# unary_from_softmax, +# ) +# CRF_INSTALLED = True +# except (ImportError, ModuleNotFoundError): +# logger.info( +# "pydensecrf not installed, CRF post-processing will not be available. " +# "Please install by running pip install cellseg3d[crf]" +# "This is not a hard requirement, you do not need it to install it unless you want to use the CRF post-processing step." +# ) +# CRF_INSTALLED = False +# use importlib instead to check if pydensecrf is installed -import numpy as np -from napari.qt.threading import GeneratorWorker - -from napari_cellseg3d.config import CRFConfig -from napari_cellseg3d.utils import LOGGER as logger __author__ = "Yves Paychère, Colin Hofmann, Cyril Achard" __credits__ = [ diff --git a/napari_cellseg3d/code_models/instance_segmentation.py b/napari_cellseg3d/code_models/instance_segmentation.py index 044b0e7b..05fd4667 100644 --- a/napari_cellseg3d/code_models/instance_segmentation.py +++ b/napari_cellseg3d/code_models/instance_segmentation.py @@ -192,7 +192,7 @@ def run_method_on_channels_from_params(self, image): return result.squeeze() @staticmethod - def sliding_window(volume, func, patch_size=512): + def sliding_window(volume, func, patch_size=512, increment_labels=True): """Given a volume of dimensions HxWxD, runs the provided function segmentation on the volume using a sliding window of size patch_size. If the edge has been reached, the patch size is reduced to fit the remaining space. @@ -202,6 +202,7 @@ def sliding_window(volume, func, patch_size=512): volume (np.array): The volume to segment func (callable): Function to use for instance segmentation. Should be a partial function with the parameters already set. patch_size (int): The size of the sliding window. + increment_labels (bool): If True, increments the labels of each patch by the maximum label of the previous patch. Returns: np.array: Instance segmentation labels from @@ -209,7 +210,9 @@ def sliding_window(volume, func, patch_size=512): result = np.zeros(volume.shape, dtype=np.uint32) max_label_id = 0 x, y, z = volume.shape - for i in tqdm(range(0, x, patch_size)): + pbar_total = (x // patch_size) * (y // patch_size) * (z // patch_size) + pbar = tqdm(total=pbar_total) + for i in range(0, x, patch_size): for j in range(0, y, patch_size): for k in range(0, z, patch_size): patch = volume[ @@ -220,13 +223,16 @@ def sliding_window(volume, func, patch_size=512): patch_result = func(patch) patch_result = np.array(patch_result) # make sure labels are unique, only where result is not 0 - patch_result[patch_result > 0] += max_label_id + if increment_labels: + patch_result[patch_result > 0] += max_label_id + max_label_id = np.max(patch_result) result[ i : min(i + patch_size, x), j : min(j + patch_size, y), k : min(k + patch_size, z), ] = patch_result - max_label_id = np.max(patch_result) + pbar.update(1) + pbar.close() return result @@ -363,6 +369,42 @@ def binary_watershed( return np.array(segm) +def clear_large_objects(image, large_label_size=200, use_window=True): + """Uses watershed to label all obejcts, and removes the ones with a volume larger than the specified threshold. + + This is intended for artifact removal, and should not be used for instance segmentation. + + Args: + image: array containing the image + large_label_size: size threshold for removal of objects in pixels. E.g. if 10, all objects larger than 10 pixels as a whole will be removed. + use_window: if True, will use a sliding window to perform instance segmentation to avoid memory issues. Default : True + + Returns: + array: The image with large objects removed + """ + if use_window: + func = partial( + binary_watershed, + thres_objects=0, + thres_seeding=0, + thres_small=large_label_size, + rem_seed_thres=0, + ) + res = InstanceMethod.sliding_window( + image, func, increment_labels=False + ) + return np.where(res > 0, 0, image) + + labeled = binary_watershed( + image, + thres_objects=0, + thres_seeding=0, + thres_small=large_label_size, + rem_seed_thres=0, + ) + return np.where(labeled > 0, 0, image) + + def clear_small_objects(image, threshold, is_file_path=False): """Calls skimage.remove_small_objects to remove small fragments that might be artifacts. diff --git a/napari_cellseg3d/code_models/worker_inference.py b/napari_cellseg3d/code_models/worker_inference.py index 7888ebeb..7936363b 100644 --- a/napari_cellseg3d/code_models/worker_inference.py +++ b/napari_cellseg3d/code_models/worker_inference.py @@ -1,5 +1,6 @@ """Contains the :py:class:`~InferenceWorker` class, which is a custom worker to run inference jobs in.""" import platform +import sys from pathlib import Path import numpy as np @@ -27,7 +28,10 @@ # local from napari_cellseg3d import config, utils from napari_cellseg3d.code_models.crf import crf_with_config -from napari_cellseg3d.code_models.instance_segmentation import volume_stats +from napari_cellseg3d.code_models.instance_segmentation import ( + clear_large_objects, + volume_stats, +) from napari_cellseg3d.code_models.workers_utils import ( PRETRAINED_WEIGHTS_DIR, InferenceResult, @@ -36,6 +40,7 @@ QuantileNormalization, RemapTensor, Threshold, + TqdmToLogSignal, WeightsDownloader, ) @@ -96,6 +101,7 @@ def __init__( super().__init__(self.inference) self._signals = LogSignal() # add custom signals self.log_signal = self._signals.log_signal + self.log_w_replace_signal = self._signals.log_w_replace_signal self.warn_signal = self._signals.warn_signal self.error_signal = self._signals.error_signal @@ -127,6 +133,14 @@ def log(self, text): """ self.log_signal.emit(text) + def log_w_replacement(self, text): + """Sends a signal that ``text`` should be logged, replacing the last line. + + Args: + text (str): text to logged + """ + self.log_w_replace_signal.emit(text) + def warn(self, warning): """Sends a warning to main thread.""" self.warn_signal.emit(warning) @@ -383,11 +397,14 @@ def model_output_wrapper(inputs): ) return result ########################################## - return post_process_transforms(result) model.eval() with torch.no_grad(): + ### Redirect tqdm pbar to logger + old_stdout = sys.stderr + sys.stderr = TqdmToLogSignal(self.log_w_replacement) + ### outputs = sliding_window_inference( inputs, roi_size=window_size, @@ -400,6 +417,8 @@ def model_output_wrapper(inputs): sigma_scale=0.01, progress=True, ) + ### + sys.stderr = old_stdout except Exception as e: logger.exception(e) logger.debug("failed to run sliding window inference") @@ -483,7 +502,7 @@ def create_inference_result( instance_labels=instance_labels, crf_results=crf_results, stats=stats, - result=semantic_labels, + semantic_segmentation=semantic_labels, model_name=self.config.model_info.name, ) @@ -511,8 +530,16 @@ def get_instance_result(self, semantic_labels, from_layer=False, i=-1): raise ValueError( "An ID should be provided when running from a file" ) - + # old_stderr = sys.stderr + # sys.stderr = TqdmToLogSignal(self.log_w_replacement) if self.config.post_process_config.instance.enabled: + if self.config.post_process_config.artifact_removal: + self.log("Removing artifacts...") + semantic_labels = clear_large_objects( + semantic_labels, + self.config.post_process_config.artifact_removal_size, + ) + instance_labels = self.instance_seg( semantic_labels, i + 1, @@ -521,6 +548,7 @@ def get_instance_result(self, semantic_labels, from_layer=False, i=-1): else: instance_labels = None stats = None + # sys.stderr = old_stderr return instance_labels, stats def save_image( diff --git a/napari_cellseg3d/code_models/worker_training.py b/napari_cellseg3d/code_models/worker_training.py index 9ba8be40..c363fd31 100644 --- a/napari_cellseg3d/code_models/worker_training.py +++ b/napari_cellseg3d/code_models/worker_training.py @@ -62,20 +62,24 @@ ) logger = utils.LOGGER -VERBOSE_SCHEDULER = True -logger.debug(f"PRETRAINED WEIGHT DIR LOCATION : {PRETRAINED_WEIGHTS_DIR}") - try: import wandb + from wandb import ( + init, + ) + # used to check if wandb is installed, otherwise not used this way WANDB_INSTALLED = True -except ImportError: - logger.warning( +except (ImportError, ModuleNotFoundError): + logger.info( "wandb not installed, wandb config will not be taken into account", stacklevel=1, ) WANDB_INSTALLED = False +VERBOSE_SCHEDULER = True +logger.debug(f"PRETRAINED WEIGHT DIR LOCATION : {PRETRAINED_WEIGHTS_DIR}") + """ Writing something to log messages from outside the main thread needs specific care, Following the instructions in the guides below to have a worker with custom signals, @@ -1109,11 +1113,18 @@ def train( if WANDB_INSTALLED: config_dict = self.config.__dict__ logger.debug(f"wandb config : {config_dict}") - wandb.init( - config=config_dict, - project="CellSeg3D", - mode=self.wandb_config.mode, - ) + try: + wandb.init( + config=config_dict, + project="CellSeg3D", + mode=self.wandb_config.mode, + ) + except AttributeError: + logger.warning( + "Could not initialize wandb." + "This might be due to running napari in a folder where there is a directory named 'wandb'." + "Aborting, please run napari in a different folder or install wandb. Sorry for the inconvenience." + ) if deterministic_config.enabled: set_determinism( diff --git a/napari_cellseg3d/code_models/workers_utils.py b/napari_cellseg3d/code_models/workers_utils.py index c8ba6655..a68b0976 100644 --- a/napari_cellseg3d/code_models/workers_utils.py +++ b/napari_cellseg3d/code_models/workers_utils.py @@ -129,6 +129,8 @@ class LogSignal(WorkerBaseSignals): log_signal = Signal(str) """qtpy.QtCore.Signal: signal to be sent when some text should be logged""" + log_w_replace_signal = Signal(str) + """qtpy.QtCore.Signal: signal to be sent when some text should be logged, replacing the last line""" warn_signal = Signal(str) """qtpy.QtCore.Signal: signal to be sent when some warning should be emitted in main thread""" error_signal = Signal(Exception, str) @@ -142,6 +144,26 @@ def __init__(self, parent=None): super().__init__(parent=parent) +class TqdmToLogSignal: + """File-like object to redirect tqdm output to the logger widget in the GUI that self.log emits to.""" + + def __init__(self, log_func): + """Creates a TqdmToLogSignal. + + Args: + log_func (callable): function to call to log the output. + """ + self.log_func = log_func + + def write(self, x): + """Writes the output to the log_func.""" + self.log_func(x.strip()) + + def flush(self): + """Flushes the output. Unused.""" + pass + + class ONNXModelWrapper(torch.nn.Module): """Class to replace torch model by ONNX Runtime session.""" @@ -283,7 +305,7 @@ class InferenceResult: instance_labels: np.array = None crf_results: np.array = None stats: "np.array[ImageStats]" = None - result: np.array = None + semantic_segmentation: np.array = None model_name: str = None diff --git a/napari_cellseg3d/code_plugins/plugin_convert.py b/napari_cellseg3d/code_plugins/plugin_convert.py index ea90d707..b723e61c 100644 --- a/napari_cellseg3d/code_plugins/plugin_convert.py +++ b/napari_cellseg3d/code_plugins/plugin_convert.py @@ -12,6 +12,7 @@ from napari_cellseg3d import utils from napari_cellseg3d.code_models.instance_segmentation import ( InstanceWidgets, + clear_large_objects, clear_small_objects, threshold, to_semantic, @@ -26,6 +27,115 @@ logger = utils.LOGGER +class ArtifactRemovalUtils(BasePluginUtils): + """Class to remove artifacts from images by removing large objects.""" + + save_path = Path.home() / "cellseg3d" / "artifact_removed" + + def __init__(self, viewer: "napari.Viewer.viewer", parent=None): + """Creates a ArtifactRemovalUtils widget. + + Args: + viewer: viewer in which to process data + parent: parent widget + """ + super().__init__( + viewer, + parent, + loads_labels=True, + loads_images=False, + ) + self.data_panel = self._build_io_panel() + self.container = None + self.start_btn = ui.Button("Start", self._start) + + self.artifact_size_counter = ui.IntIncrementCounter( + lower=0, + upper=100000, + default=100, + text_label="Remove all larger than\n(volume in pxs):", + ) + + self.label_layer_loader.layer_list.label.setText("Layer :") + self.label_layer_loader.set_layer_type(napari.layers.Labels) + + self.results_path = str(self.save_path) + self.results_filewidget.text_field.setText(str(self.results_path)) + self.results_filewidget.check_ready() + + self._build() + + def _build(self): + container = ui.ContainerWidget() + self.container = container + + ui.add_widgets( + self.data_panel.layout, + [ + self.data_panel, + ui.add_blank(container), + self.artifact_size_counter.label, + self.artifact_size_counter, + # ui.add_blank(container), + self.start_btn, + ], + ) + container.layout.addWidget(self.data_panel) + ui.ScrollArea.make_scrollable( + container.layout, + self, + max_wh=[MAX_W, MAX_H], + ) + self._set_io_visibility() + container.setSizePolicy( + QSizePolicy.MinimumExpanding, QSizePolicy.MinimumExpanding + ) + return container + + def _remove_large(self, data, size): + return clear_large_objects(data, size).astype(np.uint16) + + def _start(self): + utils.mkdir_from_str(self.results_path) + remove_size = self.artifact_size_counter.value() + + if self.layer_choice.isChecked(): + if self.label_layer_loader.layer_data() is not None: + layer = self.label_layer_loader.layer() + + data = np.array(layer.data) + removed = self._remove_large(data, remove_size) + + utils.save_layer( + self.results_path, + f"artifact_removed_{layer.name}_{utils.get_date_time()}.tif", + removed, + ) + self.layer = utils.show_result( + self._viewer, + layer, + removed, + f"artifact_removed_{layer.name}", + existing_layer=self.layer, + add_as_labels=True, + ) + elif ( + self.folder_choice.isChecked() and len(self.labels_filepaths) != 0 + ): + images = [ + self._remove_large(imread(file), remove_size) + for file in self.labels_filepaths + ] + utils.save_folder( + self.results_path, + f"artifact_removed_results_{utils.get_date_time()}", + images, + self.labels_filepaths, + ) + else: + logger.warning("Please specify a layer or a folder") + + class FragmentUtils(BasePluginUtils): """Class to crop large 3D volumes into smaller fragments.""" @@ -298,6 +408,7 @@ def _start(self): removed, f"cleared_{layer.name}", existing_layer=self.layer, + add_as_labels=True, ) elif ( self.folder_choice.isChecked() and len(self.images_filepaths) != 0 @@ -479,6 +590,7 @@ def _start(self): instance, f"instance_{layer.name}", existing_layer=self.layer, + add_as_labels=True, ) elif ( diff --git a/napari_cellseg3d/code_plugins/plugin_model_inference.py b/napari_cellseg3d/code_plugins/plugin_model_inference.py index faf8fc49..69e42239 100644 --- a/napari_cellseg3d/code_plugins/plugin_model_inference.py +++ b/napari_cellseg3d/code_plugins/plugin_model_inference.py @@ -150,8 +150,10 @@ def __init__(self, viewer: "napari.viewer.Viewer", parent=None): parent=self, ) - self.window_infer_box = ui.CheckBox("Use window inference") - self.window_infer_box.toggled.connect(self._toggle_display_window_size) + self.use_window_choice = ui.CheckBox("Use window inference") + self.use_window_choice.toggled.connect( + self._toggle_display_window_size + ) sizes_window = ["8", "16", "32", "64", "128", "256", "512"] self._default_window_size = sizes_window.index("64") @@ -187,7 +189,28 @@ def __init__(self, viewer: "napari.viewer.Viewer", parent=None): self.window_overlap_slider.container, ], ) - + ################## + ################## + # auto-artifact removal widgets + self.attempt_artifact_removal_box = ui.CheckBox( + "Attempt artifact removal", + func=self._toggle_display_artifact_size_thresh, + parent=self, + ) + self.remove_artifacts_label = ui.make_label( + "Remove labels larger than :" + ) + self.artifact_removal_size = ui.IntIncrementCounter( + lower=1, + upper=10000, + default=500, + text_label="Remove larger than :", + step=100, + ) + self.artifact_container = ui.ContainerWidget(parent=self) + self.attempt_artifact_removal_box.toggled.connect( + self._toggle_display_artifact_size_thresh + ) ################## ################## # instance segmentation widgets @@ -199,6 +222,9 @@ def __init__(self, viewer: "napari.viewer.Viewer", parent=None): func=self._toggle_display_instance, parent=self, ) + self.use_instance_choice.toggled.connect( + self._toggle_artifact_removal_widgets + ) self.use_crf = ui.CheckBox( "Use CRF post-processing", func=self._toggle_display_crf, @@ -261,7 +287,7 @@ def _set_tooltips(self): self.thresholding_checkbox.setToolTip(thresh_desc) self.thresholding_slider.tooltips = thresh_desc - self.window_infer_box.setToolTip( + self.use_window_choice.setToolTip( "Sliding window inference runs the model on parts of the image" "\nrather than the whole image, to reduce memory requirements." "\nUse this if you have large images." @@ -283,6 +309,12 @@ def _set_tooltips(self): "Will save several statistics for each object to a csv in the results folder. Stats include : " "volume, centroid coordinates, sphericity" ) + artifact_tooltip = "If enabled, will remove labels of objects larger than the chosen size in instance segmentation" + self.artifact_removal_size.setToolTip( + artifact_tooltip + "\nDefault is 500 pixels" + ) + self.attempt_artifact_removal_box.setToolTip(artifact_tooltip) + self.artifact_container.setToolTip(artifact_tooltip) ################## ################## @@ -304,11 +336,11 @@ def _restrict_window_size_for_model(self): if self.model_choice.currentText() == "WNet": self.wnet_enabled = True self.window_size_choice.setCurrentIndex(self._default_window_size) - self.window_infer_box.setChecked(self.wnet_enabled) + self.use_window_choice.setChecked(self.wnet_enabled) self.window_size_choice.setDisabled( self.wnet_enabled and not self.custom_weights_choice.isChecked() ) - self.window_infer_box.setDisabled( + self.use_window_choice.setDisabled( self.wnet_enabled and not self.custom_weights_choice.isChecked() ) @@ -333,6 +365,17 @@ def _toggle_display_thresh(self): self.thresholding_checkbox, self.thresholding_slider.container ) + def _toggle_display_artifact_size_thresh(self): + """Shows the choices for thresholding results depending on whether :py:attr:`self.attempt_artifact_removal_box` is checked.""" + ui.toggle_visibility( + self.attempt_artifact_removal_box, + self.artifact_removal_size, + ) + ui.toggle_visibility( + self.attempt_artifact_removal_box, + self.remove_artifacts_label, + ) + def _toggle_display_crf(self): """Shows the choices for CRF post-processing depending on whether :py:attr:`self.use_crf` is checked.""" ui.toggle_visibility(self.use_crf, self.crf_widgets) @@ -341,9 +384,13 @@ def _toggle_display_instance(self): """Shows or hides the options for instance segmentation based on current user selection.""" ui.toggle_visibility(self.use_instance_choice, self.instance_widgets) + def _toggle_artifact_removal_widgets(self): + """Shows or hides the options for instance segmentation based on current user selection.""" + ui.toggle_visibility(self.use_instance_choice, self.artifact_container) + def _toggle_display_window_size(self): """Show or hide window size choice depending on status of self.window_infer_box.""" - ui.toggle_visibility(self.window_infer_box, self.window_infer_params) + ui.toggle_visibility(self.use_window_choice, self.window_infer_params) def _load_weights_path(self): """Show file dialog to set :py:attr:`model_path`.""" @@ -433,7 +480,7 @@ def _build(self): ui.add_widgets( inference_param_group_l, [ - self.window_infer_box, + self.use_window_choice, self.window_infer_params, self.keep_data_on_cpu_box, self.device_choice.label, @@ -458,6 +505,18 @@ def _build(self): self.thresholding_slider.container.setVisible(False) + ui.add_widgets( + self.artifact_container.layout, + [ + self.attempt_artifact_removal_box, + self.remove_artifacts_label, + self.artifact_removal_size, + ], + ) + # self.attempt_artifact_removal_box.setVisible(False) + self.remove_artifacts_label.setVisible(False) + self.artifact_removal_size.setVisible(False) + ui.add_widgets( post_proc_layout, [ @@ -468,6 +527,7 @@ def _build(self): self.crf_widgets, self.use_instance_choice, self.instance_widgets, + self.artifact_container, self.save_stats_to_csv_box, # self.instance_param_container, # instance segmentation ], @@ -573,21 +633,21 @@ def _display_results(self, result: InferenceResult): # out_colormap = "twilight" viewer.add_image( - result.result, + result.semantic_segmentation, colormap=out_colormap, name=f"pred_{image_id}_{model_name}", opacity=0.8, ) if ( - len(result.result.shape) == 4 + len(result.semantic_segmentation.shape) == 4 ): # seek channel that is most likely to be foreground fractions_per_channel = utils.channels_fraction_above_threshold( - result.result, 0.5 + result.semantic_segmentation, 0.5 ) index_channel_sorted = np.argsort(fractions_per_channel) for channel in index_channel_sorted: - if result.result[channel].sum() > 0: + if result.semantic_segmentation[channel].sum() > 0: index_channel_least_labelled = channel break viewer.dims.set_point( @@ -691,6 +751,7 @@ def _setup_worker(self): self.worker.started.connect(self.on_start) self.worker.log_signal.connect(self.log.print_and_log) + self.worker.log_w_replace_signal.connect(self.log.replace_last_line) self.worker.warn_signal.connect(self.log.warn) self.worker.error_signal.connect(self.log.error) @@ -809,9 +870,11 @@ def _set_worker_config(self) -> config.InferenceWorkerConfig: zoom=zoom_config, thresholding=thresholding_config, instance=self.instance_config, + artifact_removal=self.attempt_artifact_removal_box.isChecked(), + artifact_removal_size=self.artifact_removal_size.value(), ) - if self.window_infer_box.isChecked(): + if self.use_window_choice.isChecked(): size = int(self.window_size_choice.currentText()) window_config = config.SlidingWindowConfig( window_size=size, diff --git a/napari_cellseg3d/code_plugins/plugin_utilities.py b/napari_cellseg3d/code_plugins/plugin_utilities.py index c90734ca..538a5410 100644 --- a/napari_cellseg3d/code_plugins/plugin_utilities.py +++ b/napari_cellseg3d/code_plugins/plugin_utilities.py @@ -14,6 +14,7 @@ from napari_cellseg3d.code_plugins.plugin_base import BasePluginUtils from napari_cellseg3d.code_plugins.plugin_convert import ( AnisoUtils, + ArtifactRemovalUtils, FragmentUtils, RemoveSmallUtils, StatsUtils, @@ -25,6 +26,8 @@ from napari_cellseg3d.code_plugins.plugin_crop import Cropping from napari_cellseg3d.utils import LOGGER as logger +# NOTE : to add a new utility: add it to the dictionary below, in attr_names in the Utilities class, and import it above + UTILITIES_WIDGETS = { "Crop": Cropping, "Fragment 3D volume": FragmentUtils, @@ -35,6 +38,7 @@ "Threshold": ThresholdUtils, "CRF": CRFWidget, "Label statistics": StatsUtils, + "Clear large labels": ArtifactRemovalUtils, } @@ -57,6 +61,7 @@ def __init__(self, viewer: "napari.viewer.Viewer"): "thresh", "crf", "stats", + "artifacts", ] self._create_utils_widgets(attr_names) self.utils_choice = ui.DropdownMenu( diff --git a/napari_cellseg3d/config.py b/napari_cellseg3d/config.py index d3aa0eb1..1b2af90f 100644 --- a/napari_cellseg3d/config.py +++ b/napari_cellseg3d/config.py @@ -185,6 +185,8 @@ class PostProcessConfig: zoom: Zoom = Zoom() thresholding: Thresholding = Thresholding() instance: InstanceSegConfig = InstanceSegConfig() + artifact_removal: bool = False + artifact_removal_size: int = 500 @dataclass diff --git a/napari_cellseg3d/interface.py b/napari_cellseg3d/interface.py index 05baf64c..0b4da851 100644 --- a/napari_cellseg3d/interface.py +++ b/napari_cellseg3d/interface.py @@ -216,8 +216,10 @@ def __init__(self, parent=None): self.lock = threading.Lock() - # def receive_log(self, text): - # self.print_and_log(text) + def flush(self): + """Flush the log.""" + pass + def write(self, message): """Write message to log in a thread-safe manner. @@ -1235,7 +1237,7 @@ def __init__( set_spinbox(self, lower, upper, default, step, fixed) self.label = None - self.container = None + # self.container = None if text_label is not None: self.label = make_label(name=text_label) diff --git a/napari_cellseg3d/utils.py b/napari_cellseg3d/utils.py index 91bd73ae..81b8e766 100644 --- a/napari_cellseg3d/utils.py +++ b/napari_cellseg3d/utils.py @@ -75,6 +75,8 @@ def show_result( name, existing_layer: napari.layers.Layer = None, colormap="bop orange", + add_as_labels=False, + add_as_image=False, ) -> napari.layers.Layer: """Adds layers to a viewer to show result to user. @@ -85,24 +87,35 @@ def show_result( name: name of the added layer existing_layer: existing layer to update, if any colormap: colormap to use for the layer + add_as_labels: whether to add the layer as a Labels layer. Overrides guessing from layer type. + add_as_image: whether to add the layer as an Image layer. Overrides guessing from layer type. Returns: napari.layers.Layer: the layer added to the viewer """ colormap = colormap if colormap is not None else "gray" if existing_layer is None: - if isinstance(layer, napari.layers.Image): + if add_as_image: LOGGER.info("Added resulting image layer") results_layer = viewer.add_image( image, name=name, colormap=colormap ) - elif isinstance(layer, napari.layers.Labels): + elif add_as_labels: LOGGER.info("Added resulting label layer") results_layer = viewer.add_labels(image, name=name) else: - LOGGER.warning( - f"Results not shown, unsupported layer type {type(layer)}" - ) + if isinstance(layer, napari.layers.Image): + LOGGER.info("Added resulting image layer") + results_layer = viewer.add_image( + image, name=name, colormap=colormap + ) + elif isinstance(layer, napari.layers.Labels): + LOGGER.info("Added resulting label layer") + results_layer = viewer.add_labels(image, name=name) + else: + LOGGER.warning( + f"Results not shown, unsupported layer type {type(layer)}" + ) else: try: viewer.layers[existing_layer.name].data = image diff --git a/pyproject.toml b/pyproject.toml index 65963a88..04e25721 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -29,24 +29,22 @@ dependencies = [ "numpy", "napari[all]>=0.4.14", "QtPy", - "opencv-python>=4.5.5", +# "opencv-python>=4.5.5", # "dask-image>=0.6.0", "scikit-image>=0.19.2", "matplotlib>=3.4.1", "tifffile>=2022.2.9", - "imageio-ffmpeg>=0.4.5", +# "imageio-ffmpeg>=0.4.5", "imagecodecs>=2023.3.16", "torch>=1.11", "monai[nibabel,einops]>=0.9.0", "itk", "tqdm", - "nibabel", - "scikit-image", - "pillow", +# "nibabel", +# "pillow", "pyclesperanto-prototype", "tqdm", "matplotlib", - "vispy>=0.9.6", ] dynamic = ["version"] @@ -86,7 +84,8 @@ select = [ # Never enforce `E501` (line length violations) and 'E741' (ambiguous variable names) # and 'G004' (do not use f-strings in logging) # and 'A003' (Shadowing python builtins) -ignore = ["E501", "E741", "G004", "A003"] +# and 'F401' (imported but unused) +ignore = ["E501", "E741", "G004", "A003", "F401"] exclude = [ ".bzr", ".direnv", From 254d7fda75ca3a8b3e7f18fdc19037849e637f6e Mon Sep 17 00:00:00 2001 From: Cyril Achard <94955160+C-Achard@users.noreply.github.com> Date: Tue, 5 Dec 2023 14:37:38 +0100 Subject: [PATCH 27/27] macOS Silicon install (#59) * Remove itk temp * Update napari_cellseg3d_m1.yml * Update napari_cellseg3d_m1.yml * Remove duplicate imagecodecs * Update napari_cellseg3d_m1.yml * Remove imagecodecs TEMP * Fixing tests on M1 * Remove erroneous path in test * Update test_utils.py * Update test_utils.py * Changed python to 3.9 for ITK * Docs update * Minor docs tweaks * Update README.md * Update README.md * Update README.md * Update README.md * README and docs update * Labels stats notebook update * mv full plot to better name * Fix attr error in inference --- README.md | 61 +- conda/napari_cellseg3d_m1.yml | 8 +- docs/_config.yml | 2 +- docs/source/guides/installation_guide.rst | 9 +- docs/welcome.rst | 10 +- napari_cellseg3d/_tests/test_utils.py | 2 +- notebooks/csv_cell_plot.ipynb | 291 --- notebooks/label_stats_csv_plot.ipynb | 2138 +++++++++++++++++ .../{full_plot.ipynb => labels_plot.ipynb} | 20 +- 9 files changed, 2199 insertions(+), 342 deletions(-) delete mode 100644 notebooks/csv_cell_plot.ipynb create mode 100644 notebooks/label_stats_csv_plot.ipynb rename notebooks/{full_plot.ipynb => labels_plot.ipynb} (92%) diff --git a/README.md b/README.md index ece6c6f4..7e79da6c 100644 --- a/README.md +++ b/README.md @@ -1,6 +1,5 @@ # napari-cellseg3D: a napari plug-in for direct 3D cell segmentation with deep learning - cellseg3d logo Code style: black @@ -10,23 +9,34 @@ [![codecov](https://codecov.io/gh/AdaptiveMotorControlLab/CellSeg3d/branch/main/graph/badge.svg?token=hzUcn3XN8F)](https://codecov.io/gh/AdaptiveMotorControlLab/CellSeg3d) [![napari hub](https://img.shields.io/endpoint?url=https://api.napari-hub.org/shields/napari-cellseg3d)](https://www.napari-hub.org/plugins/napari-cellseg3d) - A napari plugin for 3D cell segmentation: training, inference, and data review. In particular, this project was developed for analysis of mesoSPIM-acquired (cleared tissue + lightsheet) datasets. +**Help us make the code better by reporting issues and adding your feature requests!** + ---------------------------------- ## News -*April 2023: New version with interface overhaul published ! New model and utilities coming soon* +**New version : v1.0** +Added : -**This is an alpha version, please expect bugs and issues, and help us make the code better by reporting them as an issue!** +- Improved training interface +- Unsupervised model : WNet + - Generate labels directly from raw data ! + - Can be trained in napari directly or in Colab + - Pretrained weights for mesoSPIM whole-brain cell segmentation +- WandB support (install wandb and login to use automatically when training) +- Remade and improved documentation + - Moved to Jupyter Book + - Dedicated installation page, and working ARM64 install for macOS Silicon users +- New utilities +- Many small improvements and many bug fixes ## Demo ![demo](https://images.squarespace-cdn.com/content/v1/57f6d51c9f74566f55ecf271/0d16a71b-3ff2-477a-9d83-18d96cb1ce28/full_demo.gif?format=500w) - ## Installation **Note** : we recommend using conda to create a new environment for the plugin. @@ -58,14 +68,15 @@ To avoid issues when installing on the ARM64 architecture, please follow these s conda env create -f conda/napari_cellseg3d_m1.yml conda activate napari_cellseg3d_m1 -2) Then install PyQt5 from conda separately : +2) Install the plugin. + From repository root folder, run : - conda install -c anaconda pyqt - -3) And install the plugin : + pip install -e . + OR directly via PyPi : pip install napari-cellseg3d + OR directly via [napari-hub] (see Installation section above) ## Documentation @@ -86,21 +97,21 @@ Then go into Plugins > napari-cellseg3d, and choose which tool to use. - **Train**: This module allows you to train segmentation algorithms from labeled volumes. - **Utilities**: This module allows you to perform several actions like cropping your volumes and labels dynamically, by selecting a fixed size volume and moving it around the image; computing prediction scores from ground truth and predicition labels; or converting labels from instance to segmentation and the opposite. - ## Requirements -**Python >= 3.8 required** -Requires **pytorch** and **MONAI**. -For PyTorch, please see [PyTorch's website for installation instructions]. +**Python 3.8 or 3.9 required.** +Requires **[napari]**, **[PyTorch]** and **[MONAI]**. + +For PyTorch, please see [the PyTorch website for installation instructions]. + A CUDA-capable GPU is not needed but very strongly recommended, especially for training. -If you get errors from MONAI regarding missing readers, please see [MONAI's optional dependencies] page for instructions on getting the readers required by your images. +If you get errors from MONAI regarding missing readers, please see [MONAI's optional dependencies] page for instructions on getting the readers required by your images. ## Issues If you encounter any problems, please [file an issue] along with a detailed description. - ## Testing To run tests locally: @@ -134,20 +145,15 @@ Distributed under the terms of the [MIT] license. [Cookiecutter]: https://github.com/audreyr/cookiecutter [@napari]: https://github.com/napari [MIT]: http://opensource.org/licenses/MIT -[BSD-3]: http://opensource.org/licenses/BSD-3-Clause -[GNU GPL v3.0]: http://www.gnu.org/licenses/gpl-3.0.txt -[GNU LGPL v3.0]: http://www.gnu.org/licenses/lgpl-3.0.txt -[Apache Software License 2.0]: http://www.apache.org/licenses/LICENSE-2.0 -[Mozilla Public License 2.0]: https://www.mozilla.org/media/MPL/2.0/index.txt [cookiecutter-napari-plugin]: https://github.com/napari/cookiecutter-napari-plugin - -[napari]: https://github.com/napari/napari [tox]: https://tox.readthedocs.io/en/latest/ [pip]: https://pypi.org/project/pip/ [PyPI]: https://pypi.org/ -[PyTorch's website for installation instructions]: https://pytorch.org/get-started/locally/ +[the PyTorch website for installation instructions]: https://pytorch.org/get-started/locally/ +[PyTorch]: https://pytorch.org/get-started/locally/ [MONAI's optional dependencies]: https://docs.monai.io/en/stable/installation.html#installing-the-recommended-dependencies +[MONAI]: https://docs.monai.io/en/stable/installation.html#installing-the-recommended-dependencies ## Acknowledgements @@ -156,12 +162,5 @@ This work was funded, in part, from the Wyss Center to the [Mathis Laboratory of Please refer to the documentation for full acknowledgements. ## Plugin base -This [napari] plugin was generated with [Cookiecutter] using [@napari]'s [cookiecutter-napari-plugin] template. - +This [napari] plugin was generated with [Cookiecutter] using [@napari]'s [cookiecutter-napari-plugin] template. diff --git a/conda/napari_cellseg3d_m1.yml b/conda/napari_cellseg3d_m1.yml index 209a59dc..60cb01d9 100644 --- a/conda/napari_cellseg3d_m1.yml +++ b/conda/napari_cellseg3d_m1.yml @@ -4,25 +4,25 @@ channels: - conda-forge - defaults dependencies: - - python=3.8 + - python=3.9 - pip - pyqt - - simpleitk + - imagecodecs - pip: - numpy - napari>=0.4.14 - - QtPy - opencv-python>=4.5.5 - scikit-image>=0.19.2 - matplotlib>=3.4.1 - tifffile>=2022.2.9 - imageio-ffmpeg>=0.4.5 - torch>=1.11 - - monai>=0.9.0 + - monai[nibabel, einops]>=0.9.0 - tqdm - nibabel - scikit-image - pillow + - pyclesperanto-prototype - tqdm - matplotlib - vispy>=0.9.6 diff --git a/docs/_config.yml b/docs/_config.yml index 1dc49385..0cdba9ab 100644 --- a/docs/_config.yml +++ b/docs/_config.yml @@ -8,7 +8,7 @@ logo: source/logo/logo_alpha.png # Force re-execution of notebooks on each build. # See https://jupyterbook.org/content/execute.html execute: - execute_notebooks: force + execute_notebooks: 'off' # Define the name of the latex output file for PDF builds latex: diff --git a/docs/source/guides/installation_guide.rst b/docs/source/guides/installation_guide.rst index ccedcaca..54c93af8 100644 --- a/docs/source/guides/installation_guide.rst +++ b/docs/source/guides/installation_guide.rst @@ -90,6 +90,7 @@ In the terminal, navigate to the CellSeg3D folder: .. code-block:: + cd CellSeg3D conda env create -f conda/napari_cellseg3d_m1.yml 3. **Activate the environment** : @@ -98,14 +99,14 @@ In the terminal, navigate to the CellSeg3D folder: conda activate napari_cellseg3d_m1 -4. **Install PyQt5 via conda** : +4. **Install the plugin** : .. code-block:: - conda install -c anaconda pyqt + pip install napari-cellseg3d -5. **Install the plugin** : +OR to install from source: .. code-block:: - pip install napari-cellseg3d + pip install -e . diff --git a/docs/welcome.rst b/docs/welcome.rst index 573ddc14..3afdcd83 100644 --- a/docs/welcome.rst +++ b/docs/welcome.rst @@ -11,10 +11,11 @@ Use CellSeg3D to: * Review labeled cell volumes from whole-brain samples of mice imaged by mesoSPIM microscopy [1]_ * Train and use segmentation models from the MONAI project [2]_ or implement your own custom 3D segmentation models using PyTorch. -No labeled data? Try our unsupervised model to automate your data labelling. +No labeled data? Try our unsupervised model, based on the `WNet`_ model, to automate your data labelling. The models provided should be adaptable to other tasks related to detection of 3D objects, outside of whole-brain light-sheet microscopy. +This applies to the unsupervised model as well, feel free to try to generate labels for your own data! .. figure:: https://images.squarespace-cdn.com/content/v1/57f6d51c9f74566f55ecf271/0d16a71b-3ff2-477a-9d83-18d96cb1ce28/full_demo.gif?format=500w :alt: CellSeg3D demo @@ -52,6 +53,7 @@ you need further assistance, please see below. Installation -------------------------------------------- CellSeg3D can be run on Windows, Linux, or MacOS. + For detailed installation instructions, including installing pre-requisites, please see :ref:`source/guides/installation_guide:Installation guide ⚙` @@ -72,8 +74,6 @@ For local installation after cloning from GitHub, please run the following in th If the installation was successful, you will find the napari-cellseg3D plugin in the Plugins section of napari. - - Usage -------------------------------------------- @@ -160,7 +160,7 @@ This plugin mainly uses the following libraries and software: * `pyclEsperanto`_ (for the Voronoi Otsu labeling) by Robert Haase -* A custom re-implementation of the `WNet model`_ by Xia and Kulis [3]_ +* A custom re-implementation of the `WNet`_ by Xia and Kulis [3]_ .. _Mathis Laboratory of Adaptive Motor Control: http://www.mackenziemathislab.org/ .. _Wyss Center: https://wysscenter.ch/ @@ -170,7 +170,7 @@ This plugin mainly uses the following libraries and software: .. _MONAI project: https://monai.io/ .. _on their website: https://docs.monai.io/en/stable/networks.html#nets .. _pyclEsperanto: https://github.com/clEsperanto/pyclesperanto_prototype -.. _WNet model: https://arxiv.org/abs/1711.08506 +.. _WNet: https://arxiv.org/abs/1711.08506 .. rubric:: References diff --git a/napari_cellseg3d/_tests/test_utils.py b/napari_cellseg3d/_tests/test_utils.py index a9596432..57f7ec7f 100644 --- a/napari_cellseg3d/_tests/test_utils.py +++ b/napari_cellseg3d/_tests/test_utils.py @@ -225,7 +225,7 @@ def test_parse_default_path(): Path.home() ) - long_path = Path("D:/") + long_path = Path.home() long_path = ( long_path / "very" diff --git a/notebooks/csv_cell_plot.ipynb b/notebooks/csv_cell_plot.ipynb deleted file mode 100644 index e00a9f1c..00000000 --- a/notebooks/csv_cell_plot.ipynb +++ /dev/null @@ -1,291 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "75972fbe-d49e-40ed-a1d1-13e63ef7436d", - "metadata": {}, - "outputs": [], - "source": [ - "import matplotlib.pyplot as plt\n", - "import matplotlib.cm as cm\n", - "from matplotlib.colors import Normalize\n", - "import numpy as np\n", - "import pandas as pd" - ] - }, - { - "cell_type": "markdown", - "id": "7d364b4d-bab1-4152-b60c-d1df7cd30c86", - "metadata": {}, - "source": [ - "# Matplotlib version (static)" - ] - }, - { - "cell_type": "markdown", - "id": "29adc086-c286-48e4-91b4-38733209c22d", - "metadata": {}, - "source": [ - "**Enter your csv file name/path below, make sure the notebook is in the same folder if you use the name**" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f2a30d77-d679-468f-a011-f1494a8175d3", - "metadata": {}, - "outputs": [], - "source": [ - "dat1 = pd.read_csv(\"plots_data.csv\", index_col=False)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9be45a69-ac3b-47fb-87b5-3fed81a94d88", - "metadata": {}, - "outputs": [], - "source": [ - "dat1" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4074f947-4b61-45c9-bc83-d644250c5bc0", - "metadata": {}, - "outputs": [], - "source": [ - "def plot_data(data_path, x_inv=False, y_inv=False, z_inv=False):\n", - " data = pd.read_csv(data_path, index_col=False)\n", - "\n", - " x = data[\"Centroid x\"]\n", - " y = data[\"Centroid y\"]\n", - " z = data[\"Centroid z\"]\n", - "\n", - " x = np.floor(x)\n", - " y = np.floor(y)\n", - " z = np.floor(z)\n", - "\n", - " maxsph = max(data[\"Sphericity (axes)\"])\n", - " minsph = min(data[\"Sphericity (axes)\"])\n", - "\n", - " cmap = cm.jet\n", - " norm = Normalize(minsph, maxsph)\n", - " col = [cmap(norm(sph)) for sph in data[\"Sphericity (axes)\"]]\n", - "\n", - " fig = plt.figure(figsize=(15, 15))\n", - " ax = fig.add_subplot(projection=\"3d\")\n", - "\n", - " scatter = ax.scatter(x, y, z, marker=\"o\", c=col, s=data[\"Volume\"])\n", - " fig.colorbar(\n", - " cm.ScalarMappable(norm=norm, cmap=cmap), shrink=0.5, label=\"Sphericity\"\n", - " )\n", - "\n", - " handles, labels = scatter.legend_elements(prop=\"sizes\", alpha=0.6)\n", - " legend2 = ax.legend(\n", - " handles, labels, loc=\"center left\", title=\"Volume\", labelspacing=1.7\n", - " )\n", - "\n", - " ax.set_title(\n", - " f\"Cell location from centroids\\nTotal number of cells : {int(data['Number objects'][0])}\",\n", - " fontdict={\"fontsize\": 18},\n", - " )\n", - " ax.set_xlabel(\"X\")\n", - " ax.set_ylabel(\"Y\")\n", - " ax.set_zlabel(\"Z\")\n", - "\n", - " if x_inv:\n", - " ax.invert_xaxis()\n", - " if y_inv:\n", - " ax.invert_yaxis()\n", - " if z_inv:\n", - " ax.invert_zaxis()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b9fa4042-d77a-4491-ab5e-10eb03b967e4", - "metadata": {}, - "outputs": [], - "source": [ - "min(dat1[\"Sphericity (axes)\"])" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e972c9ef-fb58-48d4-8aa5-718b082dec60", - "metadata": {}, - "outputs": [], - "source": [ - "max(dat1[\"Sphericity (axes)\"])" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2c8e6f13-c14e-472b-9d65-28c537c7cbbb", - "metadata": {}, - "outputs": [], - "source": [ - "plot_data(\"plots_data.csv\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "096b621f-5d02-468c-874d-d060f16e7ebf", - "metadata": {}, - "outputs": [], - "source": [ - "dat2 = pd.read_csv(\"plots_data2.csv\", index_col=False)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c87f13c1-0720-4fb7-95cd-a6d22a1659f4", - "metadata": {}, - "outputs": [], - "source": [ - "plot_data(\"plots_data2.csv\", z_inv=True, x_inv=True)" - ] - }, - { - "cell_type": "markdown", - "id": "5c738df0-f114-43c8-ba00-3e442fd477b1", - "metadata": {}, - "source": [ - "# Plotly version\n", - "## Requires :\n", - "* Plotly library ``pip install plotly==5.8.0``\n", - "* Install of jupyter extensions, see [Getting started](https://plotly.com/python/getting-started/) > Jupyter Lab support" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "96e21b9e-1a44-4902-ba3f-085de438359f", - "metadata": {}, - "outputs": [], - "source": [ - "import plotly.graph_objects as go\n", - "from plotly.offline import iplot, init_notebook_mode" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "ee17d656-2868-4164-9937-8c07d7fc8d4f", - "metadata": {}, - "outputs": [], - "source": [ - "def plotly_cells_stats(data):\n", - " init_notebook_mode() # initiate notebook for offline plot\n", - "\n", - " x = data[\"Centroid x\"]\n", - " y = data[\"Centroid y\"]\n", - " z = data[\"Centroid z\"]\n", - "\n", - " fig = go.Figure(\n", - " data=go.Scatter3d(\n", - " x=np.floor(x),\n", - " y=np.floor(y),\n", - " z=np.floor(z),\n", - " mode=\"markers\",\n", - " marker=dict(\n", - " sizemode=\"diameter\",\n", - " sizeref=30,\n", - " sizemin=20,\n", - " size=data[\"Volume\"],\n", - " color=data[\"Sphericity (axes)\"],\n", - " colorscale=\"Turbo_r\",\n", - " colorbar_title=\"Sphericity\",\n", - " line_color=\"rgb(140, 140, 170)\",\n", - " ),\n", - " )\n", - " )\n", - "\n", - " fig.update_layout(\n", - " height=600,\n", - " width=600,\n", - " title=f'Total number of cells : {int(data[\"Number objects\"][0])}',\n", - " )\n", - "\n", - " fig.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3a16bcf3-34a2-4def-920d-44ee3db069f5", - "metadata": {}, - "outputs": [], - "source": [ - "plotly_cells_stats(dat1)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3fb786a3-3fb9-4a81-b2d7-036dbcffe087", - "metadata": {}, - "outputs": [], - "source": [ - "plotly_cells_stats(dat2)" - ] - }, - { - "cell_type": "markdown", - "id": "36d137e4-9a5d-4761-b322-06bab43972e3", - "metadata": {}, - "source": [ - "Save as html in case plotly plots do not render correctly :" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0513680c-592d-408c-bf84-b9a85ef3bc91", - "metadata": {}, - "outputs": [], - "source": [ - "import os\n", - "\n", - "os.system(\"jupyter nbconvert --to html csv_cell_plot.ipynb\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c0aa83ca-9919-4279-ad9a-5077b74e12d7", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.11" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/label_stats_csv_plot.ipynb b/notebooks/label_stats_csv_plot.ipynb new file mode 100644 index 00000000..b2c612c4 --- /dev/null +++ b/notebooks/label_stats_csv_plot.ipynb @@ -0,0 +1,2138 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Plotting cell ditribution from csv files\n", + "\n", + "This notebook will allow to plot cells based on some of their properties.\n", + "This requires a csv file from either Inference run with instance segmenation and \"Save stats to csv\" option enabled or from the \"Label statistics\" utility provided by the plugin." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "75972fbe-d49e-40ed-a1d1-13e63ef7436d", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import matplotlib.cm as cm\n", + "from matplotlib.colors import Normalize\n", + "import numpy as np\n", + "import pandas as pd" + ] + }, + { + "cell_type": "markdown", + "id": "7d364b4d-bab1-4152-b60c-d1df7cd30c86", + "metadata": {}, + "source": [ + "## Matplotlib version (static)" + ] + }, + { + "cell_type": "markdown", + "id": "29adc086-c286-48e4-91b4-38733209c22d", + "metadata": {}, + "source": [ + "**Enter your csv file name/path below, make sure the notebook is in the same folder if you use the name only**" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "f2a30d77-d679-468f-a011-f1494a8175d3", + "metadata": {}, + "outputs": [], + "source": [ + "data = pd.read_csv(\"plots_data.csv\", index_col=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "9be45a69-ac3b-47fb-87b5-3fed81a94d88", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "

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