From 94afc587dfa8fbb074e71778f495a19189604475 Mon Sep 17 00:00:00 2001
From: Eric Chen <85866693+EricVibration@users.noreply.github.com>
Date: Thu, 22 Sep 2022 13:19:55 +0900
Subject: [PATCH] Update Class
---
cell_wall_deformation_analysis.ipynb | 491 ++----------------
common/cell_wall_deformation_analysis_func.py | 340 ++++++++----
common/kmeans_clustering_func.py | 237 ++++-----
kmeans_clustering.ipynb | 46 +-
4 files changed, 437 insertions(+), 677 deletions(-)
diff --git a/cell_wall_deformation_analysis.ipynb b/cell_wall_deformation_analysis.ipynb
index 2c0d892..8267fda 100644
--- a/cell_wall_deformation_analysis.ipynb
+++ b/cell_wall_deformation_analysis.ipynb
@@ -5,8 +5,7 @@
"id": "b116f416-3c0d-4667-9458-2a630a8ef048",
"metadata": {},
"source": [
- "# Analysis cell wall defomration\n",
- "- it is an example for the submitted paper to construction and building materials"
+ "# Analyze cell wall deformation"
]
},
{
@@ -22,28 +21,6 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "bb028e46-3665-425b-8788-3cfb76122d7b",
- "metadata": {},
- "outputs": [],
- "source": [
- "# target_dir = './Data/HR-1/'\n",
- "# filenames = natsort.natsorted([filename for filename in os.listdir(target_dir) if not filename.startswith('.')])\n",
- "# im_list=[load_im(target_dir, file_name) for file_name in tqdm(filenames)][:193]"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 3,
- "id": "52daadf5-4239-4959-bff0-e3826a35a1bb",
- "metadata": {},
- "outputs": [],
- "source": [
- "# np.save('./Data/image_sequence.npy', im_list)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 4,
"id": "79d2f77c-3fde-4ea7-8b86-8305c2a2ab9c",
"metadata": {},
"outputs": [],
@@ -51,258 +28,74 @@
"im_list = np.load('./data/image_sequence.npy')"
]
},
- {
- "cell_type": "markdown",
- "id": "68a9c407-d577-4c04-b808-8182518ad7f3",
- "metadata": {},
- "source": [
- "### Perform the watershed segmentation to analyze the cell wall defomration"
- ]
- },
{
"cell_type": "code",
- "execution_count": 5,
- "id": "f0a7075d-ec12-40ad-985c-28192f52d146",
+ "execution_count": 3,
+ "id": "02bcfe2f-3b45-4b7b-a227-f79029080531",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "100%|███████████████████████████████████████████| 193/193 [05:36<00:00, 1.74s/it]\n"
+ "100%|█████████████████████████████████████████| 193/193 [05:08<00:00, 1.60s/it]\n"
]
- },
- {
- "data": {
- "text/plain": [
- "0"
- ]
- },
- "execution_count": 5,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "nuclei_list=[] #segemented images\n",
- "centroids_x_list=[] # x axis of centroids\n",
- "centroids_y_list=[] # y axis of centroids\n",
- "frame_num_list=[] # number of frame\n",
- "labels_list=[] # number of labels\n",
- "\n",
- "for i in tqdm(range(len(im_list))):\n",
- " #watershed segmentation\n",
- " nuclei, _=watershed_segmentation(im_list[i])\n",
- " \n",
- " #centroids extraction\n",
- " centroids_y, centroids_x, labels=extract_centroids(nuclei)\n",
- " \n",
- " #frame number\n",
- " frame_num=np.ones(len(centroids_y), dtype=\"int32\")*i\n",
- " \n",
- " #save results\n",
- " nuclei_list.append(nuclei)\n",
- " centroids_y_list.extend(centroids_y)\n",
- " centroids_x_list.extend(centroids_x)\n",
- " frame_num_list.extend(frame_num)\n",
- " labels_list.extend(labels)\n",
- "\n",
- "nuclei_list=np.asarray(nuclei_list)\n",
- "centroids_y_list=np.asarray(centroids_y_list)\n",
- "centroids_x_list=np.asarray(centroids_x_list)\n",
- "frame_num_list=np.asarray(frame_num_list)\n",
- "labels_list=np.asarray(labels_list)\n",
- "\n",
- "#delete im_list and release memory\n",
- "del im_list\n",
- "gc.collect()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "187a161f-e493-4712-9436-3bed65a72092",
- "metadata": {},
- "source": [
- "### Make Pandas dataframe for individual cell tracking"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 6,
- "id": "6fada159-2c82-4d73-b245-47b812dacbf1",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "
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- "\n",
- "
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- " \n",
- " \n",
- " | \n",
- " y | \n",
- " x | \n",
- " frame | \n",
- " label | \n",
- "
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- " \n",
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- " 4 | \n",
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- " 1525.954590 | \n",
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- " 5.0 | \n",
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- "
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- ],
- "text/plain": [
- " y x frame label\n",
- "0 1.888889 207.666672 0.0 1.0\n",
- "1 9.518518 243.291000 0.0 2.0\n",
- "2 1.000000 1058.500000 0.0 3.0\n",
- "3 3.000000 363.000000 0.0 4.0\n",
- "4 4.500000 1525.954590 0.0 5.0"
- ]
- },
- "execution_count": 6,
- "metadata": {},
- "output_type": "execute_result"
}
],
"source": [
- "features_data=np.vstack((centroids_y_list, centroids_x_list, frame_num_list, labels_list)).T\n",
- "features_frame=pd.DataFrame(features_data, columns=[\"y\", \"x\", \"frame\", \"label\"])\n",
- "features_frame.head()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "e87b4c53-6ad0-4c83-8550-062b4315b5e0",
- "metadata": {},
- "source": [
- "### Perform the Crocker-Grier linking algorithm with trackpy"
+ "analyzer = analyzer(im_list)\n",
+ "nuclei_list, centroids_x_list, centroids_y_list, frame_num_list, labels_list = analyzer.extract_feature()"
]
},
{
"cell_type": "code",
- "execution_count": 7,
- "id": "10653f43-1654-4a74-b013-a9ae37bb1999",
+ "execution_count": 4,
+ "id": "214b596f-6b47-46d7-a42a-140b75c1281b",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "Frame 192: 13413 trajectories present.\n",
- "CPU times: user 31.3 s, sys: 779 ms, total: 32.1 s\n",
- "Wall time: 32 s\n"
+ "Frame 192: 13413 trajectories present.\n"
]
- }
- ],
- "source": [
- "%%time\n",
- "search_range= 3\n",
- "track_result = tp.link_df(features_frame, search_range, memory=0)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "id": "8c4005d1-22d2-4888-a202-f2b1c865ffb3",
- "metadata": {},
- "outputs": [
+ },
{
"name": "stderr",
"output_type": "stream",
"text": [
- "100%|███████████████████████████████████████████| 193/193 [01:17<00:00, 2.50it/s]\n"
+ "100%|█████████████████████████████████████████| 193/193 [01:11<00:00, 2.69it/s]\n"
]
}
],
"source": [
- "#set check number\n",
- "check_number=len(np.unique(track_result[\"frame\"]))\n",
- "\n",
- "#count the frequency of each particle in all frames\n",
- "particle_num_list, counts=np.unique(track_result[\"particle\"], return_counts=True)\n",
- " \n",
- "#filtering dataframe based on above-extracted particle num\n",
- "track_result_filtered=track_result[track_result.particle.isin(np.where(counts==check_number)[0])]\n",
- "\n",
- "#extract particle num satisfying check number\n",
- "nuclei_true = extract_cell_tracking_result(nuclei_list, track_result_filtered, check_number)"
+ "track_result_filtered, nuclei_true, check_number = analyzer.tracker(nuclei_list, centroids_x_list, centroids_y_list, frame_num_list, labels_list)"
]
},
{
"cell_type": "code",
- "execution_count": 9,
- "id": "33868ad4-f574-4ede-abe5-73d65403fe25",
+ "execution_count": 5,
+ "id": "83bf9065-7205-49b2-8d98-a4d985561dd0",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- ""
+ ""
]
},
- "execution_count": 9,
+ "execution_count": 5,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
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\n",
"text/plain": [
- ""
+ ""
]
},
- "metadata": {
- "needs_background": "light"
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -312,262 +105,79 @@
},
{
"cell_type": "code",
- "execution_count": 10,
- "id": "a758f244-444f-43bc-a17b-b3e33700fff6",
- "metadata": {},
- "outputs": [],
- "source": [
- "# np.save('./data/tracked_cell.npy', nuclei_true[:,:,4:])"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "554b5da1-f4cd-40ab-882d-1971269ddf23",
- "metadata": {},
- "source": [
- "### Measure the parameters for each tracked cell"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 11,
- "id": "7ff0d10f-b736-4425-90d8-4c740e3a4258",
- "metadata": {},
- "outputs": [
- {
- "name": "stderr",
- "output_type": "stream",
- "text": [
- "100%|███████████████████████████████████████████| 193/193 [01:29<00:00, 2.16it/s]\n"
- ]
- }
- ],
- "source": [
- "area_lists = [] # measure cell area\n",
- "ecc_lists = [] # measure cell eccentricity\n",
- "aspect_axis_lists = [] # measure fitted ellipse aspect ratio\n",
- "aspect_bbox_lists = [] # measure bounding box aspect ratio\n",
- "\n",
- "for i in tqdm(range(check_number)):\n",
- " label = np.asarray([label for label in np.unique(nuclei_true[:,:,i])])\n",
- " props = regionprops(np.int32(nuclei_true[:,:,i]))\n",
- " \n",
- " #calculate each param\n",
- " area = np.asarray([props[j].area for j in range(len(props))])\n",
- " ecc = np.asarray([props[j].eccentricity for j in range(len(props))])\n",
- " major_axis = np.asarray([props[j].major_axis_length for j in range(len(props))])\n",
- " minor_axis = np.asarray([props[j].minor_axis_length for j in range(len(props))])\n",
- " aspect_ratio_axis = major_axis/minor_axis # calculate fitted ellipse aspect ratio\n",
- " vert = np.asarray([props[j].bbox[2] for j in range(len(props))])-np.asarray([props[j].bbox[0] for j in range(len(props))])\n",
- " hori = np.asarray([props[j].bbox[3] for j in range(len(props))])-np.asarray([props[j].bbox[1] for j in range(len(props))])\n",
- " aspect_ratio_bbox = vert/hori # calcuate bounding box aspect ratio\n",
- " \n",
- " # transform to lists\n",
- " area_list = np.stack((label[1:], area), axis=-1)\n",
- " ecc_list = np.stack((label[1:], ecc), axis=-1)\n",
- " aspect_axis_list = np.stack((label[1:], aspect_ratio_axis), axis=-1)\n",
- " aspect_bbox_list = np.stack((label[1:], aspect_ratio_bbox), axis=-1)\n",
- "\n",
- " area_lists.append(area_list)\n",
- " ecc_lists.append(ecc_list)\n",
- " aspect_axis_lists.append(aspect_axis_list)\n",
- " aspect_bbox_lists.append(aspect_bbox_list)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 12,
- "id": "edf6a50e-f2f3-4c77-9800-d1809732730a",
- "metadata": {},
- "outputs": [],
- "source": [
- "area_lists_array = np.asarray(area_lists)\n",
- "ecc_lists_array = np.asarray(ecc_lists)\n",
- "aspect_axis_lists_array = np.asarray(aspect_axis_lists)\n",
- "aspect_bbox_lists_array = np.asarray(aspect_bbox_lists)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "17db3ae4-dbc9-49d3-96a4-9b6c5337b86b",
- "metadata": {},
- "source": [
- "### Calculate changes in parameters for each tracked cell"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 13,
- "id": "3fc98242-39d7-4d27-bed9-5f866b84cf33",
+ "execution_count": 6,
+ "id": "edc77d03-7782-4727-ba96-79160c7a7cca",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "100%|███████████████████████████████████████████| 189/189 [01:00<00:00, 3.11it/s]\n"
+ "100%|█████████████████████████████████████████| 193/193 [01:29<00:00, 2.16it/s]\n",
+ "100%|█████████████████████████████████████████| 189/189 [01:00<00:00, 3.14it/s]\n"
]
}
],
"source": [
- "#set the number for averaging, because the first 5 images were taken without performing the mechanical test, the average was performed to improve the accuracy\n",
- "num = 5\n",
- "\n",
- "#reset the first_list\n",
- "first_list_area = []\n",
- "first_list_ecc = []\n",
- "first_list_aspect_axis = []\n",
- "first_list_aspect_bbox = []\n",
- "\n",
- "for j in range(len(area_lists_array[0])):\n",
- " average_value_area = np.average([area_lists_array[k][j][1:2].astype('float') for k in range(num)])\n",
- " average_num_area = np.average([area_lists_array[k][j][0:1].astype('float') for k in range(num)])\n",
- " average_area = np.asarray([average_num_area, average_value_area])\n",
- " first_list_area.append(average_area)\n",
- " \n",
- " average_value_ecc = np.average([ecc_lists_array[k][j][1:2].astype('float') for k in range(num)])\n",
- " average_num_ecc = np.average([ecc_lists_array[k][j][0:1].astype('float') for k in range(num)])\n",
- " average_ecc = np.asarray([average_num_ecc, average_value_ecc])\n",
- " first_list_ecc.append(average_ecc)\n",
- " \n",
- " average_value_aspect_axis = np.average([aspect_axis_lists_array[k][j][1:2].astype('float') for k in range(num)])\n",
- " average_num_aspect_axis = np.average([aspect_axis_lists_array[k][j][0:1].astype('float') for k in range(num)])\n",
- " average_aspect_axis = np.asarray([average_num_aspect_axis, average_value_aspect_axis])\n",
- " first_list_aspect_axis.append(average_aspect_axis)\n",
- " \n",
- " average_value_aspect_bbox = np.average([aspect_bbox_lists_array[k][j][1:2].astype('float') for k in range(num)])\n",
- " average_num_aspect_bbox = np.average([aspect_bbox_lists_array[k][j][0:1].astype('float') for k in range(num)])\n",
- " average_aspect_bbox = np.asarray([average_num_aspect_bbox, average_value_aspect_bbox])\n",
- " first_list_aspect_bbox.append(average_aspect_bbox)\n",
- "\n",
- "area_lists_array_mod = np.vstack((np.expand_dims(first_list_area, axis=0),area_lists_array[num:]))\n",
- "ecc_lists_array_mod = np.vstack((np.expand_dims(first_list_ecc, axis=0),ecc_lists_array[num:]))\n",
- "aspect_axis_lists_array_mod = np.vstack((np.expand_dims(first_list_aspect_axis, axis=0),aspect_axis_lists_array[num:]))\n",
- "aspect_bbox_lists_array_mod = np.vstack((np.expand_dims(first_list_aspect_bbox, axis=0),aspect_bbox_lists_array[num:]))\n",
- "\n",
- "#reset the change_list\n",
- "area_change_lists_mod = []\n",
- "ecc_change_lists_mod = []\n",
- "aspect_axis_change_lists_mod = []\n",
- "aspect_bbox_change_lists_mod = []\n",
- "\n",
- "for i in tqdm(range(len(area_lists_array_mod))):\n",
- " first_list_area = area_lists_array_mod[0]\n",
- " target_list_area = area_lists_array_mod[i]\n",
- " selected_list_area = first_list_area[np.where(first_list_area[:,:1]==np.intersect1d(first_list_area[:,:1], target_list_area[:,:1]))[0]]\n",
- " area_change = ((target_list_area[:,1:2] - selected_list_area[:,1:2])/selected_list_area[:,1:2])*100\n",
- " area_change_list = np.stack((target_list_area[:,:1][:,0], area_change[:,0]), axis=-1)\n",
- " area_change_lists_mod.append(area_change_list)\n",
- " \n",
- " first_list_ecc = ecc_lists_array_mod[0]\n",
- " target_list_ecc = ecc_lists_array_mod[i]\n",
- " selected_list_ecc = first_list_ecc[np.where(first_list_ecc[:,:1]==np.intersect1d(first_list_ecc[:,:1], target_list_ecc[:,:1]))[0]]\n",
- " ecc_change = ((target_list_ecc[:,1:2] - selected_list_ecc[:,1:2])/selected_list_ecc[:,1:2])*100\n",
- " ecc_change_list = np.stack((target_list_ecc[:,:1][:,0], ecc_change[:,0]), axis=-1)\n",
- " ecc_change_lists_mod.append(ecc_change_list)\n",
- " \n",
- " first_list_aspect_axis = aspect_axis_lists_array_mod[0]\n",
- " target_list_aspect_axis = aspect_axis_lists_array_mod[i]\n",
- " selected_list_aspect_axis = first_list_aspect_axis[np.where(first_list_aspect_axis[:,:1]==np.intersect1d(first_list_aspect_axis[:,:1], target_list_aspect_axis[:,:1]))[0]]\n",
- " aspect_axis_change = ((target_list_aspect_axis[:,1:2] - selected_list_aspect_axis[:,1:2])/selected_list_aspect_axis[:,1:2])*100\n",
- " aspect_axis_change_list = np.stack((target_list_aspect_axis[:,:1][:,0], aspect_axis_change[:,0]), axis=-1)\n",
- " aspect_axis_change_lists_mod.append(aspect_axis_change_list)\n",
- " \n",
- " first_list_aspect_bbox = aspect_bbox_lists_array_mod[0]\n",
- " target_list_aspect_bbox = aspect_bbox_lists_array_mod[i]\n",
- " selected_list_aspect_bbox = first_list_aspect_bbox[np.where(first_list_aspect_bbox[:,:1]==np.intersect1d(first_list_aspect_bbox[:,:1], target_list_aspect_bbox[:,:1]))[0]]\n",
- " aspect_bbox_change = ((target_list_aspect_bbox[:,1:2] - selected_list_aspect_bbox[:,1:2])/selected_list_aspect_bbox[:,1:2])*100\n",
- " aspect_bbox_change_list = np.stack((target_list_aspect_bbox[:,:1][:,0], aspect_bbox_change[:,0]), axis=-1)\n",
- " aspect_bbox_change_lists_mod.append(aspect_bbox_change_list)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 14,
- "id": "e39a433b-aeb9-4ff2-b143-65afd2bae9b0",
- "metadata": {},
- "outputs": [],
- "source": [
- "area_change_lists_array = np.asarray(area_change_lists_mod)\n",
- "ecc_change_lists_array = np.asarray(ecc_change_lists_mod)\n",
- "aspect_axis_change_lists_array = np.asarray(aspect_axis_change_lists_mod)\n",
- "aspect_bbox_change_lists_array = np.asarray(aspect_bbox_change_lists_mod)"
+ "area_change_lists_array, ecc_change_lists_array, aspect_axis_change_lists_array, aspect_bbox_change_lists_array = analyzer.parameter_changes_cal(nuclei_true, check_number, num=5)"
]
},
{
"cell_type": "code",
- "execution_count": 15,
- "id": "905f092b-9a5d-4088-97a9-731d627fc988",
+ "execution_count": 7,
+ "id": "2f0f4cc5-bff7-4b1c-b044-f34e9521f1fe",
"metadata": {},
"outputs": [],
"source": [
- "np.savez_compressed('./data/deformation_analysis.npz', \n",
- " area=area_lists_array, \n",
- " ecc=ecc_lists_array,\n",
- " aspect_axis=aspect_axis_lists_array,\n",
- " aspect_bbox=aspect_bbox_lists_array,\n",
- " area_change=area_change_lists_array,\n",
- " ecc_change=ecc_change_lists_array,\n",
- " aspect_axis_change=aspect_axis_change_lists_array,\n",
- " aspect_bbox_change=aspect_bbox_change_lists_array,)"
+ "# np.savez_compressed('./data/deformation_analysis.npz',\n",
+ "# area_change=area_change_lists_array,\n",
+ "# ecc_change=ecc_change_lists_array,\n",
+ "# aspect_axis_change=aspect_axis_change_lists_array,\n",
+ "# aspect_bbox_change=aspect_bbox_change_lists_array,)"
]
},
{
"cell_type": "code",
- "execution_count": 16,
- "id": "c4a745b4-cc87-46cd-b0a1-72b3063bd0d6",
+ "execution_count": 8,
+ "id": "f2d282b8-e3e9-432a-a986-b1d010e0934f",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "100%|███████████████████████████████████████████| 189/189 [01:17<00:00, 2.43it/s]\n"
+ "100%|█████████████████████████████████████████| 189/189 [01:16<00:00, 2.47it/s]\n"
]
}
],
"source": [
- "## create change rate maps common\n",
- "# result_area_change_rate_map = result_visualization_mod(nuclei_true, track_result_filtered, area_change_lists_mod, 5)\n",
- "# result_ecc_change_rate_map = result_visualization_mod(nuclei_true, track_result_filtered, ecc_change_lists_mod, 5)\n",
- "result_aspect_axis_change_rate_map = result_visualization_mod(nuclei_true, track_result_filtered, aspect_axis_change_lists_mod, 5)\n",
- "# result_aspect_bbox_change_rate_map = result_visualization_mod(nuclei_true, track_result_filtered, aspect_bbox_change_lists_mod, 5)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "8201c148-0a82-459a-8dbc-6451ffc421eb",
- "metadata": {},
- "source": [
- "### Show an example of 2D mapping of deformation at cellular level"
+ "result_aspect_axis_change_rate_map = analyzer.result_visualize(nuclei_true, track_result_filtered, aspect_axis_change_lists_array)"
]
},
{
"cell_type": "code",
- "execution_count": 17,
- "id": "dc94e14a-14b5-46ec-bafe-d602e75fb501",
+ "execution_count": 9,
+ "id": "a3234918-857e-42c8-afa8-fc4259824c4e",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- ""
+ ""
]
},
- "execution_count": 17,
+ "execution_count": 9,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
- ""
+ ""
]
},
- "metadata": {
- "needs_background": "light"
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -598,18 +208,23 @@
},
{
"cell_type": "code",
- "execution_count": 18,
+ "execution_count": 10,
"id": "901c8466-43c9-4713-80d6-3890042a006e",
"metadata": {},
"outputs": [],
"source": [
"# np.savez_compressed('./data/map.npz',\n",
"# nuclei = nuclei_true[:,:,4:],\n",
- "# area_change = result_area_change_rate_map,\n",
- "# ecc_change = result_ecc_change_rate_map,\n",
- "# aspect_axis_change = result_aspect_axis_change_rate_map,\n",
- "# aspect_bbox_change = result_aspect_bbox_change_rate_map)"
+ "# aspect_axis_change = result_aspect_axis_change_rate_map)"
]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "d5d1e38e-62d3-4ab9-8334-2a4550829ac2",
+ "metadata": {},
+ "outputs": [],
+ "source": []
}
],
"metadata": {
@@ -628,7 +243,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.9.9"
+ "version": "3.8.13"
}
},
"nbformat": 4,
diff --git a/common/cell_wall_deformation_analysis_func.py b/common/cell_wall_deformation_analysis_func.py
index 767f1e8..40395e0 100644
--- a/common/cell_wall_deformation_analysis_func.py
+++ b/common/cell_wall_deformation_analysis_func.py
@@ -15,112 +15,272 @@
from mpl_toolkits.axes_grid1 import make_axes_locatable
-### set functions
-#loading images
-def load_im(target_dir, file_name):
- im = cv2.imread(os.path.join(target_dir, file_name))
- im = cv2.bitwise_not(im)
- im = cv2.cvtColor(im[:,:], cv2.COLOR_BGR2GRAY)
+class analyzer:
- return im
-
-#watershed segmentation
-def watershed_segmentation(im):
- locmax = mh.regmax(im)
- seeds, nr_nuclei = mh.label(locmax)
- T = mh.thresholding.otsu(np.uint8(im))
- dist = mh.distance(np.uint8(im) > T)
- dist = dist.max() - dist
- dist -= dist.min()
- dist = dist/float(dist.ptp()) * 255
- dist = dist.astype(np.uint8)
- nuclei, lines = mh.cwatershed(dist, seeds, return_lines=True)
+ def __init__(self, im_list, search_range=3, memory=0):
+ self.im_list = im_list
+ self.search_range = search_range
+ self.memory = memory
+
+ @staticmethod
+ #watershed segmentation
+ def watershed_segmentation(im):
+ locmax = mh.regmax(im)
+ seeds, nr_nuclei = mh.label(locmax)
+ T = mh.thresholding.otsu(np.uint8(im))
+ dist = mh.distance(np.uint8(im) > T)
+ dist = dist.max() - dist
+ dist -= dist.min()
+ dist = dist/float(dist.ptp()) * 255
+ dist = dist.astype(np.uint8)
+ nuclei, lines = mh.cwatershed(dist, seeds, return_lines=True)
+
+ #parameters extraction-1
+ nuclei_without_border = mh.labeled.remove_bordering(nuclei)
+ nuclei_new = label(nuclei_without_border)
+ return nuclei_new, lines
- #parameters extraction-1
- nuclei_without_border = mh.labeled.remove_bordering(nuclei)
- nuclei_new = label(nuclei_without_border)
+ @staticmethod
+ #extract coordinates of centroids
+ def extract_centroids(nuclei):
+ #use scikit image func
+ props=regionprops(nuclei)
+ centroids_y=[props[i].centroid[0].astype('float32') for i in range(len(props))]
+ centroids_x=[props[i].centroid[1].astype('float32') for i in range(len(props))]
+ labels=[np.int32(props[i].label) for i in range(len(props))]
+ return centroids_y, centroids_x, labels
- return nuclei_new, lines
-
-#extract coordinates of centroids
-def extract_centroids(nuclei):
- #use scikit image func
- props=regionprops(nuclei)
- centroids_y=[props[i].centroid[0].astype('float32') for i in range(len(props))]
- centroids_x=[props[i].centroid[1].astype('float32') for i in range(len(props))]
- labels=[np.int32(props[i].label) for i in range(len(props))]
- return centroids_y, centroids_x, labels
-
-#extract the cells correctly tracked by the algorithm
-def extract_cell_tracking_result(nuclei_list, track_result_filtered, check_number):
- #set 3D storage
- nuclei_track_result = np.zeros((nuclei_list[0].shape[0], nuclei_list[0].shape[1], check_number))
+ def extract_feature(self):
+ im_list = self.im_list
+ nuclei_list=[] #segemented images
+ centroids_x_list=[] # x axis of centroids
+ centroids_y_list=[] # y axis of centroids
+ frame_num_list=[] # number of frame
+ labels_list=[] # number of labels
+
+ for i in tqdm(range(len(im_list))):
+ nuclei, _ = analyzer.watershed_segmentation(im_list[i])
- #extract particle num satisfying check number
- frame_num_list=np.unique(track_result_filtered['frame'])
+ #centroids extraction
+ centroids_y, centroids_x, labels = analyzer.extract_centroids(nuclei)
- for frame_num in tqdm(frame_num_list):
- #extract information of the certain frame
- track_result_certain_frame=track_result_filtered[track_result_filtered["frame"]==frame_num]
-
- #set target
- target_label=np.asarray(track_result_certain_frame["label"])
- target_particle=np.asarray(track_result_certain_frame["particle"])
- target_nuclei=list(nuclei_list[frame_num].flatten())
-
- #create temporary zero matrix
- zero_map=np.zeros((nuclei_list[0].shape[0]*nuclei_list[0].shape[1]))
+ #frame number
+ frame_num = np.ones(len(centroids_y), dtype="int32")*i
+
+ #save results
+ nuclei_list.append(nuclei)
+ centroids_y_list.extend(centroids_y)
+ centroids_x_list.extend(centroids_x)
+ frame_num_list.extend(frame_num)
+ labels_list.extend(labels)
- #set function
- #replace_func = {label: new for label, new in zip(target_label_sort, new_label)}
- replace_func = {label: new for label, new in zip(target_label, target_particle)}
+ return nuclei_list, centroids_x_list, centroids_y_list, frame_num_list, labels_list
+
+ @staticmethod
+ #extract the cells correctly tracked by the algorithm
+ def extract_cell_tracking_result(nuclei_list, track_result_filtered, check_number):
+ #set 3D storage
+ nuclei_track_result = np.zeros((nuclei_list[0].shape[0], nuclei_list[0].shape[1], check_number))
+
+ #extract particle num satisfying check number
+ frame_num_list=np.unique(track_result_filtered['frame'])
+
+ for frame_num in tqdm(frame_num_list):
+ #extract information of the certain frame
+ track_result_certain_frame=track_result_filtered[track_result_filtered["frame"]==frame_num]
+
+ #set target
+ target_label=np.asarray(track_result_certain_frame["label"])
+ target_particle=np.asarray(track_result_certain_frame["particle"])
+ target_nuclei=list(nuclei_list[frame_num].flatten())
- #replace label values to anatomical values
- replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
- result_index=np.where(replace_result!=None)[0]
+ #create temporary zero matrix
+ zero_map=np.zeros((nuclei_list[0].shape[0]*nuclei_list[0].shape[1]))
- #project the result to zero map
- zero_map[result_index]=replace_result[result_index]
+ #set function
+ #replace_func = {label: new for label, new in zip(target_label_sort, new_label)}
+ replace_func = {label: new for label, new in zip(target_label, target_particle)}
- #merge result of each frame to 3D storage
- nuclei_track_result[:,:,frame_num]=zero_map.reshape((nuclei_list[0].shape[0], nuclei_list[0].shape[1]))
+ #replace label values to anatomical values
+ replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
+ result_index=np.where(replace_result!=None)[0]
+
+ #project the result to zero map
+ zero_map[result_index]=replace_result[result_index]
+
+ #merge result of each frame to 3D storage
+ nuclei_track_result[:,:,frame_num]=zero_map.reshape((nuclei_list[0].shape[0], nuclei_list[0].shape[1]))
+
+ return nuclei_track_result
+
+
+ def tracker(self, nuclei_list, centroids_x_list, centroids_y_list, frame_num_list, labels_list):
+ features_data = np.vstack((centroids_y_list, centroids_x_list, frame_num_list, labels_list)).T
+ features_frame = pd.DataFrame(features_data, columns=["y", "x", "frame", "label"])
+ track_result = tp.link_df(features_frame, search_range=self.search_range, memory=self.memory)
- return nuclei_track_result
+ #set check number
+ check_number=len(np.unique(track_result["frame"]))
-#function for visualization
-def result_visualization_mod(nuclei_list, track_result_filtered, change_rate_result, num):
- start_point = num-1
- #set 3D storage
- result_map = np.zeros((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1], len(change_rate_result)))
+ #count the frequency of each particle in all frames
+ particle_num_list, counts=np.unique(track_result["particle"], return_counts=True)
- #extract particle num satisfying check number
- frame_num_list=np.unique(track_result_filtered['frame'])[start_point:]
+ #filtering dataframe based on above-extracted particle num
+ track_result_filtered=track_result[track_result.particle.isin(np.where(counts==check_number)[0])]
+
+ #extract particle num satisfying check number
+ nuclei_true = analyzer.extract_cell_tracking_result(nuclei_list, track_result_filtered, check_number)
+
+ return track_result_filtered, nuclei_true, check_number
- for i in tqdm(range(len(frame_num_list))):
- frame_num = frame_num_list[i]
- #extract information of the certain frame
- track_result_certain_frame=track_result_filtered[track_result_filtered["frame"]==frame_num]
- #set target
- #target_label=np.asarray(track_result_certain_frame["label"])
- #target_particle=np.asarray(track_result_certain_frame["particle"])
- new_label=np.unique(nuclei_list[:,:, frame_num])[1:]
- target_nuclei=list(nuclei_list[:,:, frame_num].flatten())
- target_change_rate_result=change_rate_result[i]
+ def parameter_changes_cal(self, nuclei_true, check_number, num=5):
+ area_lists = [] # measure cell area
+ ecc_lists = [] # measure cell eccentricity
+ aspect_axis_lists = [] # measure fitted ellipse aspect ratio
+ aspect_bbox_lists = [] # measure bounding box aspect ratio
+
+ for i in tqdm(range(check_number)):
+ label = np.asarray([label for label in np.unique(nuclei_true[:,:,i])])
+ props = regionprops(np.int32(nuclei_true[:,:,i]))
+
+ #calculate each param
+ area = np.asarray([props[j].area for j in range(len(props))])
+ ecc = np.asarray([props[j].eccentricity for j in range(len(props))])
+ major_axis = np.asarray([props[j].major_axis_length for j in range(len(props))])
+ minor_axis = np.asarray([props[j].minor_axis_length for j in range(len(props))])
+ aspect_ratio_axis = major_axis/minor_axis # calculate fitted ellipse aspect ratio
+ vert = np.asarray([props[j].bbox[2] for j in range(len(props))])-np.asarray([props[j].bbox[0] for j in range(len(props))])
+ hori = np.asarray([props[j].bbox[3] for j in range(len(props))])-np.asarray([props[j].bbox[1] for j in range(len(props))])
+ aspect_ratio_bbox = vert/hori # calcuate bounding box aspect ratio
+
+ # transform to lists
+ area_list = np.stack((label[1:], area), axis=-1)
+ ecc_list = np.stack((label[1:], ecc), axis=-1)
+ aspect_axis_list = np.stack((label[1:], aspect_ratio_axis), axis=-1)
+ aspect_bbox_list = np.stack((label[1:], aspect_ratio_bbox), axis=-1)
+
+ area_lists.append(area_list)
+ ecc_lists.append(ecc_list)
+ aspect_axis_lists.append(aspect_axis_list)
+ aspect_bbox_lists.append(aspect_bbox_list)
- #set zero map
- zero_map=np.zeros((nuclei_list[:,:,0].shape[0]*nuclei_list[:,:,0].shape[1]))
+ area_lists_array = np.asarray(area_lists)
+ ecc_lists_array = np.asarray(ecc_lists)
+ aspect_axis_lists_array = np.asarray(aspect_axis_lists)
+ aspect_bbox_lists_array = np.asarray(aspect_bbox_lists)
+
+
+ num = num
+
+ #reset the first_list
+ first_list_area = []
+ first_list_ecc = []
+ first_list_aspect_axis = []
+ first_list_aspect_bbox = []
+
+ for j in range(len(area_lists_array[0])):
+ average_value_area = np.average([area_lists_array[k][j][1:2].astype('float') for k in range(num)])
+ average_num_area = np.average([area_lists_array[k][j][0:1].astype('float') for k in range(num)])
+ average_area = np.asarray([average_num_area, average_value_area])
+ first_list_area.append(average_area)
+
+ average_value_ecc = np.average([ecc_lists_array[k][j][1:2].astype('float') for k in range(num)])
+ average_num_ecc = np.average([ecc_lists_array[k][j][0:1].astype('float') for k in range(num)])
+ average_ecc = np.asarray([average_num_ecc, average_value_ecc])
+ first_list_ecc.append(average_ecc)
+
+ average_value_aspect_axis = np.average([aspect_axis_lists_array[k][j][1:2].astype('float') for k in range(num)])
+ average_num_aspect_axis = np.average([aspect_axis_lists_array[k][j][0:1].astype('float') for k in range(num)])
+ average_aspect_axis = np.asarray([average_num_aspect_axis, average_value_aspect_axis])
+ first_list_aspect_axis.append(average_aspect_axis)
+
+ average_value_aspect_bbox = np.average([aspect_bbox_lists_array[k][j][1:2].astype('float') for k in range(num)])
+ average_num_aspect_bbox = np.average([aspect_bbox_lists_array[k][j][0:1].astype('float') for k in range(num)])
+ average_aspect_bbox = np.asarray([average_num_aspect_bbox, average_value_aspect_bbox])
+ first_list_aspect_bbox.append(average_aspect_bbox)
+
+ area_lists_array_mod = np.vstack((np.expand_dims(first_list_area, axis=0),area_lists_array[num:]))
+ ecc_lists_array_mod = np.vstack((np.expand_dims(first_list_ecc, axis=0),ecc_lists_array[num:]))
+ aspect_axis_lists_array_mod = np.vstack((np.expand_dims(first_list_aspect_axis, axis=0),aspect_axis_lists_array[num:]))
+ aspect_bbox_lists_array_mod = np.vstack((np.expand_dims(first_list_aspect_bbox, axis=0),aspect_bbox_lists_array[num:]))
+
+ #reset the change_list
+ area_change_lists_mod = []
+ ecc_change_lists_mod = []
+ aspect_axis_change_lists_mod = []
+ aspect_bbox_change_lists_mod = []
+
+ for i in tqdm(range(len(area_lists_array_mod))):
+ first_list_area = area_lists_array_mod[0]
+ target_list_area = area_lists_array_mod[i]
+ selected_list_area = first_list_area[np.where(first_list_area[:,:1]==np.intersect1d(first_list_area[:,:1], target_list_area[:,:1]))[0]]
+ area_change = ((target_list_area[:,1:2] - selected_list_area[:,1:2])/selected_list_area[:,1:2])*100
+ area_change_list = np.stack((target_list_area[:,:1][:,0], area_change[:,0]), axis=-1)
+ area_change_lists_mod.append(area_change_list)
- #set function
- replace_func = {new: change_rate for new, change_rate in target_change_rate_result}
+ first_list_ecc = ecc_lists_array_mod[0]
+ target_list_ecc = ecc_lists_array_mod[i]
+ selected_list_ecc = first_list_ecc[np.where(first_list_ecc[:,:1]==np.intersect1d(first_list_ecc[:,:1], target_list_ecc[:,:1]))[0]]
+ ecc_change = ((target_list_ecc[:,1:2] - selected_list_ecc[:,1:2])/selected_list_ecc[:,1:2])*100
+ ecc_change_list = np.stack((target_list_ecc[:,:1][:,0], ecc_change[:,0]), axis=-1)
+ ecc_change_lists_mod.append(ecc_change_list)
- #replace label values to anatomical values
- replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
- result_index=np.where(replace_result!=None)[0]
+ first_list_aspect_axis = aspect_axis_lists_array_mod[0]
+ target_list_aspect_axis = aspect_axis_lists_array_mod[i]
+ selected_list_aspect_axis = first_list_aspect_axis[np.where(first_list_aspect_axis[:,:1]==np.intersect1d(first_list_aspect_axis[:,:1], target_list_aspect_axis[:,:1]))[0]]
+ aspect_axis_change = ((target_list_aspect_axis[:,1:2] - selected_list_aspect_axis[:,1:2])/selected_list_aspect_axis[:,1:2])*100
+ aspect_axis_change_list = np.stack((target_list_aspect_axis[:,:1][:,0], aspect_axis_change[:,0]), axis=-1)
+ aspect_axis_change_lists_mod.append(aspect_axis_change_list)
- #project the result to zero map
- zero_map[result_index]=replace_result[result_index]
+ first_list_aspect_bbox = aspect_bbox_lists_array_mod[0]
+ target_list_aspect_bbox = aspect_bbox_lists_array_mod[i]
+ selected_list_aspect_bbox = first_list_aspect_bbox[np.where(first_list_aspect_bbox[:,:1]==np.intersect1d(first_list_aspect_bbox[:,:1], target_list_aspect_bbox[:,:1]))[0]]
+ aspect_bbox_change = ((target_list_aspect_bbox[:,1:2] - selected_list_aspect_bbox[:,1:2])/selected_list_aspect_bbox[:,1:2])*100
+ aspect_bbox_change_list = np.stack((target_list_aspect_bbox[:,:1][:,0], aspect_bbox_change[:,0]), axis=-1)
+ aspect_bbox_change_lists_mod.append(aspect_bbox_change_list)
+
+ area_change_lists_array = np.asarray(area_change_lists_mod)
+ ecc_change_lists_array = np.asarray(ecc_change_lists_mod)
+ aspect_axis_change_lists_array = np.asarray(aspect_axis_change_lists_mod)
+ aspect_bbox_change_lists_array = np.asarray(aspect_bbox_change_lists_mod)
+
+ return area_change_lists_array, ecc_change_lists_array, aspect_axis_change_lists_array, aspect_bbox_change_lists_array
- #save result
- result_map[:,:,i]=zero_map.reshape((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1]))
+
+ def result_visualize(self, nuclei_list, track_result_filtered, change_rate_result, num=5):
- return result_map
\ No newline at end of file
+ start_point = num-1
+ #set 3D storage
+ result_map = np.zeros((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1], len(change_rate_result)))
+
+ #extract particle num satisfying check number
+ frame_num_list=np.unique(track_result_filtered['frame'])[start_point:]
+
+ for i in tqdm(range(len(frame_num_list))):
+ frame_num = frame_num_list[i]
+ #extract information of the certain frame
+ track_result_certain_frame=track_result_filtered[track_result_filtered["frame"]==frame_num]
+ #set target
+ #target_label=np.asarray(track_result_certain_frame["label"])
+ #target_particle=np.asarray(track_result_certain_frame["particle"])
+ new_label=np.unique(nuclei_list[:,:, frame_num])[1:]
+ target_nuclei=list(nuclei_list[:,:, frame_num].flatten())
+ target_change_rate_result=change_rate_result[i]
+
+ #set zero map
+ zero_map=np.zeros((nuclei_list[:,:,0].shape[0]*nuclei_list[:,:,0].shape[1]))
+
+ #set function
+ replace_func = {new: change_rate for new, change_rate in target_change_rate_result}
+
+ #replace label values to anatomical values
+ replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
+ result_index=np.where(replace_result!=None)[0]
+
+ #project the result to zero map
+ zero_map[result_index]=replace_result[result_index]
+
+ #save result
+ result_map[:,:,i]=zero_map.reshape((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1]))
+
+ return result_map
\ No newline at end of file
diff --git a/common/kmeans_clustering_func.py b/common/kmeans_clustering_func.py
index 69fc262..d3307f5 100644
--- a/common/kmeans_clustering_func.py
+++ b/common/kmeans_clustering_func.py
@@ -15,136 +15,125 @@
from matplotlib.colors import ListedColormap
-def make_particle_change_lists(change_lists_array, num_list=False):
- particle_num_lists_1d_array = np.asarray([np.hsplit(change_lists_array[num],[1])[0]
- for num in range(len(change_lists_array))],dtype=object)
-
- change_lists_1d_array = np.asarray([np.hsplit(change_lists_array[num],[1])[1]
- for num in range(len(change_lists_array))],dtype=object)
-
- ## remove nan and inf value
- change_lists_1d_array_mod = np.asarray([np.nan_to_num(change_lists_1d_array[num],nan=0.0, posinf=0.0, neginf=0.0)
- for num in range(len(change_lists_1d_array))],dtype=object)
- result_lists = []
-
- if num_list == False:
- for i in tqdm(np.unique(particle_num_lists_1d_array[0])):
- change_rate_lists = []
- for j in range(len(change_lists_1d_array)):
- change_list_1d_array = change_lists_1d_array_mod[j]
- change_rate = change_list_1d_array[np.where(particle_num_lists_1d_array[j]==i)[0]]
- if change_rate.size==0:
- continue
- else:
- change_rate_lists.extend(change_rate)
- result_lists.append(change_rate_lists)
+class processer:
+ @staticmethod
+ def make_particle_change_lists(change_lists_array, num_list=False):
+ particle_num_lists_1d_array = np.asarray([np.hsplit(change_lists_array[num],[1])[0]
+ for num in range(len(change_lists_array))],dtype=object)
+
+ change_lists_1d_array = np.asarray([np.hsplit(change_lists_array[num],[1])[1]
+ for num in range(len(change_lists_array))],dtype=object)
+
+ ## remove nan and inf value
+ change_lists_1d_array_mod = np.asarray([np.nan_to_num(change_lists_1d_array[num],nan=0.0, posinf=0.0, neginf=0.0)
+ for num in range(len(change_lists_1d_array))],dtype=object)
+ result_lists = []
+
+ if num_list == False:
+ for i in tqdm(np.unique(particle_num_lists_1d_array[0])):
+ change_rate_lists = []
+ for j in range(len(change_lists_1d_array)):
+ change_list_1d_array = change_lists_1d_array_mod[j]
+ change_rate = change_list_1d_array[np.where(particle_num_lists_1d_array[j]==i)[0]]
+ if change_rate.size==0:
+ continue
+ else:
+ change_rate_lists.extend(change_rate)
+ result_lists.append(change_rate_lists)
+
+
+ if num_list == True:
+ num_list_and_particle_change_rate_lists = []
+ for i in tqdm(np.unique(particle_num_lists_1d_array[0])):
+ change_rate_lists = []
+ for j in range(len(change_lists_1d_array)):
+ change_list_1d_array = change_lists_1d_array_mod[j]
+ change_rate = change_list_1d_array[np.where(particle_num_lists_1d_array[j]==i)[0]]
+ if change_rate.size==0:
+ continue
+ else:
+ change_rate_lists.extend(change_rate)
+
+ change_rate_lists_2 = np.append(i, change_rate_lists)
+ result_lists.append(change_rate_lists_2)
+
+ return result_lists
+
+ @staticmethod
+ def modify_change_lists(result_lists, max_num, min_num):
+ selected_lists = []
+ original_p_n_lists = []
+ modified_p_n_lists = []
+ for i in tqdm(range(len(result_lists))):
+ result_list = result_lists[i]
+ if np.max(result_list[1:])> max_num or np.min(result_list[1:]) < min_num:
+ original_p_n_lists.append(result_list[0])
+ modified_p_n_lists.append(0)
+ else:
+ selected_lists.append(result_list)
+ original_p_n_lists.append(result_list[0])
+ modified_p_n_lists.append(result_list[0])
+
+ return selected_lists, original_p_n_lists, modified_p_n_lists
+
+ @staticmethod
+ def transform_nuclei_true(nuclei_list, original_p_n_lists, modified_p_n_lists):
+ #set 3D storage
+ result_map = np.zeros((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1]))
+
+ #set zero map
+ zero_map=np.zeros((nuclei_list[:,:,0].shape[0]*nuclei_list[:,:,0].shape[1]))
+
+ #set target
+ target_nuclei=list(nuclei_list[:,:,-1].flatten())
+
+ #set function
+ replace_func = {new: k_label for new, k_label in zip(original_p_n_lists, modified_p_n_lists)}
+
+ #replace label values to anatomical values
+ replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
+ result_index=np.where(replace_result!=None)[0]
+
+ #project the result to zero map
+ zero_map[result_index]=replace_result[result_index]
+
+ #save result
+ result_map[:,:]=zero_map.reshape((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1]))
+
+ return result_map
-
- if num_list == True:
- num_list_and_particle_change_rate_lists = []
- for i in tqdm(np.unique(particle_num_lists_1d_array[0])):
- change_rate_lists = []
- for j in range(len(change_lists_1d_array)):
- change_list_1d_array = change_lists_1d_array_mod[j]
- change_rate = change_list_1d_array[np.where(particle_num_lists_1d_array[j]==i)[0]]
- if change_rate.size==0:
- continue
- else:
- change_rate_lists.extend(change_rate)
-
- change_rate_lists_2 = np.append(i, change_rate_lists)
- result_lists.append(change_rate_lists_2)
-
- return result_lists
-
-
-
-def modify_change_lists(result_lists, max_num, min_num):
- #smoother = SplineSmoother(n_knots=30, spline_type='cubic_spline')
- selected_lists = []
- original_p_n_lists = []
- modified_p_n_lists = []
- for i in tqdm(range(len(result_lists))):
- result_list = result_lists[i]
- if np.max(result_list[1:])> max_num or np.min(result_list[1:]) < min_num:
- original_p_n_lists.append(result_list[0])
- modified_p_n_lists.append(0)
-# else:
-# # smoother.smooth(result_list[2:])
-# # selected_lists.append(np.append(result_list[0:2], smoother.smooth_data[0]))
-# # original_p_n_lists.append(result_list[0])
-# # modified_p_n_lists.append(result_list[0])
-
-# selected_lists.append(result_list)
-# original_p_n_lists.append(result_list[0])
-# modified_p_n_lists.append(result_list[0])
-
- return selected_lists, original_p_n_lists, modified_p_n_lists
-
-
-def modify_change_lists(result_lists, max_num, min_num):
- selected_lists = []
- original_p_n_lists = []
- modified_p_n_lists = []
- for i in tqdm(range(len(result_lists))):
- result_list = result_lists[i]
- if np.max(result_list[1:])> max_num or np.min(result_list[1:]) < min_num:
- original_p_n_lists.append(result_list[0])
- modified_p_n_lists.append(0)
- else:
- selected_lists.append(result_list)
- original_p_n_lists.append(result_list[0])
- modified_p_n_lists.append(result_list[0])
-
- return selected_lists, original_p_n_lists, modified_p_n_lists
-
-
-def transform_nuclei_true(nuclei_list, original_p_n_lists, modified_p_n_lists):
- #set 3D storage
- result_map = np.zeros((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1]))
+ @staticmethod
+ def kmeans_clustering(selected_lists, num_cluster=8):
+ df_mod = pd.DataFrame(selected_lists)
+ num_clusters = 8
+ kmeans = KMeans(n_clusters=num_clusters, random_state=0)
+ model = kmeans.fit(df_mod.iloc[:,1:])
+ kmeans_result = model.predict(df_mod.iloc[:,1:])
- #set zero map
- zero_map=np.zeros((nuclei_list[:,:,0].shape[0]*nuclei_list[:,:,0].shape[1]))
-
- #set target
- target_nuclei=list(nuclei_list[:,:,-1].flatten())
-
- #set function
- replace_func = {new: k_label for new, k_label in zip(original_p_n_lists, modified_p_n_lists)}
-
- #replace label values to anatomical values
- replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
- result_index=np.where(replace_result!=None)[0]
+ return kmeans_result
+
+ @staticmethod
+ def result_visualization_kmeans(nuclei_list, kmeans_results):
+ #set 3D storage
+ result_map = np.zeros((nuclei_list[:,:].shape[0], nuclei_list[:,:].shape[1]))
- #project the result to zero map
- zero_map[result_index]=replace_result[result_index]
+ label=np.unique(nuclei_list[:,:])[1:]
+ target_nuclei=list(nuclei_list[:,:].flatten())
- #save result
- result_map[:,:]=zero_map.reshape((nuclei_list[:,:,0].shape[0], nuclei_list[:,:,0].shape[1]))
-
- return result_map
+ #set zero map
+ zero_map=np.zeros((nuclei_list[:,:].shape[0]*nuclei_list[:,:].shape[1]))
-def result_visualization_kmeans(nuclei_list, kmeans_results):
- #set 3D storage
- result_map = np.zeros((nuclei_list[:,:].shape[0], nuclei_list[:,:].shape[1]))
-
- label=np.unique(nuclei_list[:,:])[1:]
- target_nuclei=list(nuclei_list[:,:].flatten())
-
- #set zero map
- zero_map=np.zeros((nuclei_list[:,:].shape[0]*nuclei_list[:,:].shape[1]))
+ #set function
+ replace_func = {new: k_label for new, k_label in zip(label, kmeans_results)}
- #set function
- replace_func = {new: k_label for new, k_label in zip(label, kmeans_results)}
+ #replace label values to anatomical values
+ replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
+ result_index=np.where(replace_result!=None)[0]
- #replace label values to anatomical values
- replace_result=np.asarray(list(map(replace_func.get, target_nuclei)))
- result_index=np.where(replace_result!=None)[0]
+ #project the result to zero map
+ zero_map[result_index]=replace_result[result_index]
- #project the result to zero map
- zero_map[result_index]=replace_result[result_index]
+ #save result
+ result_map[:,:]=zero_map.reshape((nuclei_list[:,:].shape[0], nuclei_list[:,:].shape[1]))
- #save result
- result_map[:,:]=zero_map.reshape((nuclei_list[:,:].shape[0], nuclei_list[:,:].shape[1]))
-
- return result_map
\ No newline at end of file
+ return result_map
\ No newline at end of file
diff --git a/kmeans_clustering.ipynb b/kmeans_clustering.ipynb
index 599578b..a17e881 100644
--- a/kmeans_clustering.ipynb
+++ b/kmeans_clustering.ipynb
@@ -44,43 +44,41 @@
"name": "stderr",
"output_type": "stream",
"text": [
- "100%|███████████████████████████████████████| 5272/5272 [00:53<00:00, 99.36it/s]\n",
- "100%|███████████████████████████████████| 5272/5272 [00:00<00:00, 145229.61it/s]\n"
+ "100%|███████████████████████████████████████| 5272/5272 [00:53<00:00, 99.20it/s]\n",
+ "100%|███████████████████████████████████| 5272/5272 [00:00<00:00, 136700.32it/s]\n"
]
}
],
"source": [
- "df_change_lists = make_particle_change_lists(lists_array, num_list=True)\n",
- "selected_lists, original_p_n_lists, modified_p_n_lists = modify_change_lists(df_change_lists, 1000, -1000) ## you can set the threshold to exclude unreasonable change rate\n",
- "nuclei_true_trans = transform_nuclei_true(nuclei_true, original_p_n_lists, modified_p_n_lists)"
+ "df_change_lists = processer.make_particle_change_lists(lists_array, num_list=True)\n",
+ "selected_lists, original_p_n_lists, modified_p_n_lists = processer.modify_change_lists(df_change_lists, 1000, -1000) ## you can set the threshold to exclude unreasonable change rate\n",
+ "nuclei_true_trans = processer.transform_nuclei_true(nuclei_true, original_p_n_lists, modified_p_n_lists)"
]
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 4,
"id": "ad58cbeb-7c1a-46f0-aaa9-ef1f73076138",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- ""
+ ""
]
},
- "execution_count": 7,
+ "execution_count": 4,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
- ""
+ ""
]
},
- "metadata": {
- "needs_background": "light"
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -92,7 +90,7 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": 5,
"id": "0ab41cb1-8176-49b0-ab9f-5e5ab3794e91",
"metadata": {},
"outputs": [],
@@ -106,17 +104,17 @@
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": 6,
"id": "886ad5be-e17a-47e9-813f-e03e29a9dd2c",
"metadata": {},
"outputs": [],
"source": [
- "HR_kmeans_map = result_visualization_kmeans(nuclei_true_trans, HR_kmeans_result)"
+ "HR_kmeans_map = processer.result_visualization_kmeans(nuclei_true_trans, HR_kmeans_result)"
]
},
{
"cell_type": "code",
- "execution_count": 10,
+ "execution_count": 7,
"id": "64b55d2e-4fff-422c-982b-15300b907cc7",
"metadata": {},
"outputs": [],
@@ -128,20 +126,18 @@
},
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": 8,
"id": "b84495b8-1010-4687-ae58-b4940a3ea57b",
"metadata": {},
"outputs": [
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
- ""
+ ""
]
},
- "metadata": {
- "needs_background": "light"
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -155,7 +151,7 @@
" return clist\n",
"\n",
"interval = np.arange(-.5,8,1)\n",
- "HR_order, _=np.histogram(HR_kmeans_result, bins=num_clusters)\n",
+ "HR_order, _=np.histogram(HR_kmeans_result, bins=8)\n",
"HR_c_order=np.argsort(HR_order)[::-1]\n",
"HR_adj_colorlist=sort_colorlist(HR_c_order,colors)\n",
"\n",
@@ -229,7 +225,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.9.9"
+ "version": "3.8.13"
}
},
"nbformat": 4,