From 8d3afbbd38168697c4572f64d3cbee6e0638cc0e Mon Sep 17 00:00:00 2001 From: Fischer Robert Date: Thu, 4 Aug 2022 13:52:28 +0200 Subject: [PATCH] developing 4D filters --- test.ipynb | 2292 +++++++++++++++++++++++++++++++++++++++++++++++++++- 1 file changed, 2269 insertions(+), 23 deletions(-) diff --git a/test.ipynb b/test.ipynb index 601e9f6..01a5883 100644 --- a/test.ipynb +++ b/test.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 241, "id": "f99190a8-0619-45ea-91eb-c1fffa53f552", "metadata": {}, "outputs": [], @@ -20,8 +20,9 @@ "import matplotlib.pyplot as plt\n", "from skimage import filters\n", "from skimage import feature\n", - "from skimage.morphology import disk\n", + "from skimage.morphology import disk,ball\n", "from sklearn.ensemble import RandomForestClassifier\n", + "from scipy import ndimage\n", "import os\n", "import imageio\n", "import sys" @@ -117,7 +118,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 155, "id": "d5477744-c35d-4e71-9588-f5519dd6665f", "metadata": {}, "outputs": [], @@ -156,7 +157,6 @@ "def TWS_hessian(im, sig):\n", " #creates 8 images per sigma\n", " #sigma is only passed to the name! make sure it's correct\n", - " Hxx, Hxy, Hyy = feature.hessian_matrix(im)\n", " a, b, d = feature.hessian_matrix(im, mode='reflect')\n", " c = b\n", " \n", @@ -338,7 +338,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "id": "0e2c0149-2914-4ad4-a0d8-5a840029bee5", "metadata": {}, "outputs": [], @@ -368,7 +368,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "id": "7c271a65-4563-4758-8523-d08bfa27cc36", "metadata": {}, "outputs": [], @@ -389,7 +389,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 6, "id": "aa130555-8c40-487c-ab94-6e9b408aa44b", "metadata": {}, "outputs": [], @@ -1657,7 +1657,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 7, "id": "afbc9670-92b5-4c7d-a140-be9bcdac49c8", "metadata": {}, "outputs": [], @@ -1667,7 +1667,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 8, "id": "539bbe1a-1ba5-42fa-b9c9-5125633351fc", "metadata": {}, "outputs": [ @@ -1677,7 +1677,7 @@ "(5, 5, 5, 5)" ] }, - "execution_count": 12, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -1688,7 +1688,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 9, "id": "c1ff832a-98b9-462c-a75c-4a0a29218fb4", "metadata": {}, "outputs": [], @@ -1698,23 +1698,23 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 10, "id": "cb6305bd-28de-4e81-abef-9d14b4e66f23", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 18, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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+ "image/png": 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" ] @@ -1731,23 +1731,23 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 11, "id": "43101f73-1b5a-4d49-8ae4-65c81e9fdb3a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 19, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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" ] @@ -1764,18 +1764,2264 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 108, "id": "b2696f03-ddd3-4f0e-9396-6e147b63b88e", "metadata": {}, "outputs": [], + "source": [ + "import dask\n", + "import dask.array\n", + "import cupy as cp\n", + "import cucim\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from itertools import combinations_with_replacement" + ] + }, + { + "cell_type": "code", + "execution_count": 122, + "id": "2eb8c3a1-4737-4fae-8ee4-9fa323a65bbc", + "metadata": {}, + "outputs": [], + "source": [ + "array_4D = None\n", + "gauss_4D = None\n", + "AS = 200\n", + "# array_4D = cp.random.random((AS,AS,AS,AS))\n", + "array_4Dnp = np.random.random((AS,AS,AS,AS))" + ] + }, + { + "cell_type": "raw", + "id": "f5f51bbc-8465-41b5-9c62-cd110278b828", + "metadata": {}, + "source": [ + "%timeit -n 2 gauss_4D = cucim.skimage.filters.gaussian(array_4D, sigma = 2)\n", + "gauss_4D = None" + ] + }, + { + "cell_type": "code", + "execution_count": 135, + "id": "edaecb2a-9b95-4e22-9efa-e31648d545ad", + "metadata": {}, + "outputs": [], + "source": [ + "da = dask.array.from_array(array_4Dnp, chunks = '3072 MiB')" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "id": "4e52f194-8673-4f3b-99d7-ea0b29583971", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + " \n", + " \n", + " \n", + " \n", + "
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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(da[:,:,10,10])" + ] + }, + { + "cell_type": "code", + "execution_count": 125, + "id": "466bc1be-ad51-4ba9-8f16-2410b886e6ee", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "6.35 s ± 98 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n" + ] + } + ], + "source": [ + "%timeit -n 1 gauss_da = da.map_overlap(filters.gaussian, depth=5, sigma = 2).compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "1660b59b-d101-4384-b78f-534b0fe3db1c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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0.52212609],\n", + " [0.4937091 , 0.49668497, 0.49847407, ..., 0.5191606 ,\n", + " 0.51952647, 0.51966117]],\n", + "\n", + " ...,\n", + "\n", + " [[0.48938027, 0.49341515, 0.5000166 , ..., 0.5062303 ,\n", + " 0.50451101, 0.50516299],\n", + " [0.49739459, 0.50050591, 0.5051511 , ..., 0.50136233,\n", + " 0.50279881, 0.50644254],\n", + " [0.50144051, 0.5043352 , 0.50760134, ..., 0.49741638,\n", + " 0.500974 , 0.50667245],\n", + " ...,\n", + " [0.50426029, 0.50545427, 0.50775381, ..., 0.5053016 ,\n", + " 0.50582753, 0.50542908],\n", + " [0.49061654, 0.49365726, 0.49761423, ..., 0.4935479 ,\n", + " 0.48997644, 0.4852177 ],\n", + " [0.4763075 , 0.48218129, 0.48851055, ..., 0.47968773,\n", + " 0.47162079, 0.46249295]],\n", + "\n", + " [[0.48275318, 0.48915649, 0.49736102, ..., 0.51165395,\n", + " 0.51383693, 0.5169475 ],\n", + " [0.49715164, 0.50071909, 0.50523821, ..., 0.50802835,\n", + " 0.5115743 , 0.51673788],\n", + " [0.50550898, 0.50785778, 0.50991636, ..., 0.50398246,\n", + " 0.50770758, 0.51358321],\n", + " ...,\n", + " [0.49466931, 0.5000602 , 0.50641852, ..., 0.5121973 ,\n", + " 0.51175613, 0.51068007],\n", + " [0.48671393, 0.49213895, 0.49867916, ..., 0.50327759,\n", + " 0.49890183, 0.49320307],\n", + " [0.47821381, 0.48449545, 0.49174959, ..., 0.49320996,\n", + " 0.4842624 , 0.4735498 ]],\n", + "\n", + " [[0.4772702 , 0.4862837 , 0.4959533 , ..., 0.51560406,\n", + " 0.52135211, 0.52621866],\n", + " [0.49634467, 0.50112041, 0.50586943, ..., 0.51379977,\n", + " 0.51867043, 0.52436459],\n", + " [0.50798677, 0.51080984, 0.51231623, ..., 0.51054008,\n", + " 0.51362425, 0.5187466 ],\n", + " ...,\n", + " [0.48168529, 0.49271276, 0.50416236, ..., 0.52041633,\n", + " 0.52022685, 0.51958825],\n", + " [0.4807789 , 0.48950662, 0.49924808, ..., 0.51461763,\n", + " 0.5113914 , 0.50692063],\n", + " [0.47979181, 0.48654459, 0.49469111, ..., 0.50863723,\n", + " 0.50160535, 0.49267068]]],\n", + "\n", + "\n", + " [[[0.54332259, 0.52204879, 0.50472588, ..., 0.53598231,\n", + " 0.54009743, 0.53596864],\n", + " [0.53411061, 0.51930694, 0.50751364, ..., 0.52848375,\n", + " 0.53358923, 0.53245239],\n", + " [0.52455134, 0.5164601 , 0.5106019 , ..., 0.51999819,\n", + " 0.52575943, 0.52780193],\n", + " ...,\n", + " [0.51791345, 0.51532746, 0.51446871, ..., 0.53239674,\n", + " 0.53988197, 0.55236959],\n", + " [0.52563755, 0.52175141, 0.51986229, ..., 0.54009945,\n", + " 0.54542338, 0.55581747],\n", + " [0.5353112 , 0.53001822, 0.52755013, ..., 0.54626652,\n", + " 0.55094869, 0.56059385]],\n", + "\n", + " [[0.54145277, 0.52569762, 0.51142626, ..., 0.52438103,\n", + " 0.53457147, 0.53715279],\n", + " [0.53346659, 0.52307165, 0.51371736, ..., 0.51950825,\n", + " 0.52839308, 0.53107892],\n", + " [0.5251114 , 0.52031615, 0.51608859, ..., 0.51465651,\n", + " 0.52187869, 0.52479356],\n", + " ...,\n", + " [0.50444329, 0.5043039 , 0.50470296, ..., 0.52910845,\n", + " 0.53495939, 0.54369562],\n", + " [0.50410908, 0.50434313, 0.50488688, ..., 0.53480448,\n", + " 0.53904239, 0.54610247],\n", + " [0.50446757, 0.50521639, 0.50642258, ..., 0.53944884,\n", + " 0.54284484, 0.54876847]],\n", + "\n", + " [[0.54132584, 0.53023026, 0.51804286, ..., 0.51564306,\n", + " 0.52957956, 0.53706555],\n", + " [0.53497236, 0.52812152, 0.52028282, ..., 0.51346403,\n", + " 0.52432772, 0.52961633],\n", + " [0.52767623, 0.52537965, 0.52205835, ..., 0.51203034,\n", + " 0.51957754, 0.52292227],\n", + " ...,\n", + " [0.49274558, 0.49479735, 0.496232 , ..., 0.52635592,\n", + " 0.5292454 , 0.53283134],\n", + " [0.48581187, 0.49002818, 0.4928329 , ..., 0.53005392,\n", + " 0.53162766, 0.53366772],\n", + " [0.47840217, 0.48516917, 0.48989712, ..., 0.53294558,\n", + " 0.53352996, 0.53402168]],\n", + "\n", + " ...,\n", + "\n", + " [[0.48299658, 0.49199628, 0.50401782, ..., 0.50611096,\n", + " 0.50740639, 0.50998401],\n", + " [0.49388855, 0.50083992, 0.50934001, ..., 0.5005241 ,\n", + " 0.50476042, 0.51064702],\n", + " [0.50001704, 0.50582956, 0.51153279, ..., 0.4961637 ,\n", + " 0.50233344, 0.51052138],\n", + " ...,\n", + " [0.49682082, 0.49930375, 0.50282859, ..., 0.50859815,\n", + " 0.51207922, 0.51466253],\n", + " [0.47465949, 0.48026729, 0.48668215, ..., 0.49133503,\n", + " 0.48908108, 0.48579031],\n", + " [0.45158803, 0.4614721 , 0.47152391, ..., 0.47166614,\n", + " 0.46295215, 0.45366866]],\n", + "\n", + " [[0.47239517, 0.48817696, 0.50534266, ..., 0.51634889,\n", + " 0.52383305, 0.53023553],\n", + " [0.49227966, 0.50255507, 0.51333789, ..., 0.51213989,\n", + " 0.52004039, 0.52841186],\n", + " [0.50473272, 0.51148032, 0.51728071, ..., 0.50736696,\n", + " 0.51457208, 0.52350195],\n", + " ...,\n", + " [0.48278889, 0.49084249, 0.49981262, ..., 0.51885106,\n", + " 0.52211499, 0.52469594],\n", + " [0.46438733, 0.47371109, 0.48425401, ..., 0.50561298,\n", + " 0.50361266, 0.50014433],\n", + " [0.44517393, 0.45673496, 0.46939173, ..., 0.49160727,\n", + " 0.48353189, 0.47363665]],\n", + "\n", + " [[0.46525784, 0.48748027, 0.5090178 , ..., 0.52548061,\n", + " 0.53900804, 0.54872596],\n", + " [0.49173456, 0.50568005, 0.51865705, ..., 0.52298599,\n", + " 0.53386271, 0.54387911],\n", + " [0.50912811, 0.51752259, 0.52373029, ..., 0.51852177,\n", + " 0.52606347, 0.53502019],\n", + " ...,\n", + " [0.46400497, 0.47919559, 0.49478993, ..., 0.53070818,\n", + " 0.53524347, 0.53917015],\n", + " [0.45122011, 0.46520924, 0.48060735, ..., 0.52153958,\n", + " 0.5222033 , 0.52123103],\n", + " [0.43837725, 0.45151328, 0.46671546, ..., 0.51331309,\n", + " 0.50934148, 0.503009 ]]]])" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gauss_dac" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "97c9d409-54b9-4d85-a19b-ee68541338c3", + "metadata": {}, + "outputs": [], + "source": [ + "compare = gauss_da-gauss_dac" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "d523143f-9a17-4fd3-b6a8-afbce6b9fa11", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6.530435914253729e-21" + ] + }, + "execution_count": 81, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "compare.mean()" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "d289f4b7-6fe6-4b05-8580-d3854eab5588", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.0" + ] + }, + "execution_count": 82, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.median(compare)" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "56fa6034-d410-4f19-9022-a8d8e762b377", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-5.551115123125783e-16" + ] + }, + "execution_count": 83, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "compare.min()" + ] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "181cb2fb-3e4c-49c0-b00b-6c7dfc8cb6c6", + "metadata": {}, + "outputs": [], + "source": [ + "cp._default_memory_pool.free_all_blocks()" + ] + }, + { + "cell_type": "markdown", + "id": "92f1568b-ea02-4cfa-a475-856243855ccd", + "metadata": {}, + "source": [ + "### RAM limited GPU accelaration outperformed by massive CPU parallelization\n", + "--> do dask parallelization on cpu chunking array in a way to use as many cores as possible
\n", + "can entire 5D-feature stack fit into memory? data streaming necessary at one point
\n", + "features
\n", + "1. Gaussian\n", + "1. Minimum\n", + "1. Maximum\n", + "1. (Median)\n", + "1. (Hessian)\n", + "1. (Sobel)
\n", + "\n", + "what about hessian matrix --> use elements of nd-H-matrix and n eigenvalue?!
\n", + "Sobel as edge filter in 2D like hessian or other edge extraction filter?" + ] + }, + { + "cell_type": "code", + "execution_count": 141, + "id": "84767f43-ba74-454e-87f0-36628909ae1e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.09313225746154785" + ] + }, + "execution_count": 141, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "array_4Dnp.size/1024**3" + ] + }, + { + "cell_type": "code", + "execution_count": 151, + "id": "9893342e-52b4-4fd9-a880-bf6031f49be3", + "metadata": {}, + "outputs": [], + "source": [ + "test = feature.hessian_matrix(array_4Dnp)" + ] + }, + { + "cell_type": "code", + "execution_count": 162, + "id": "0f7572bb-1549-485c-994e-acde64775b25", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(100, 100, 100, 100)" + ] + }, + "execution_count": 162, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "test[0].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 153, + "id": "f2ecac6a-9fa2-4210-aeb8-b00a7baf899e", + "metadata": {}, + "outputs": [], + "source": [ + "eigs = feature.hessian_matrix_eigvals(test)" + ] + }, + { + "cell_type": "code", + "execution_count": 154, + "id": "8f43e02f-4ff3-4967-93d6-ac180d9ebbfe", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(4, 100, 100, 100, 100)" + ] + }, + "execution_count": 154, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "eigs.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 167, + "id": "859acce0-5038-46df-b93d-a92ce2032f46", + "metadata": {}, + "outputs": [], + "source": [ + "test = np.dstack([array_4Dnp, array_4Dnp])" + ] + }, + { + "cell_type": "code", + "execution_count": 168, + "id": "cfa39186-bf56-4be4-a926-cff5904e5d2f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(100, 100, 200, 100)" + ] + }, + "execution_count": 168, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "test.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4d1ab7c8-ab85-4178-ac55-1caf355da352", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 161, + "id": "976d8c9b-b6fc-4f88-8dd7-e3a4070970c8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 0\n", + "0 1\n", + "0 2\n", + "0 3\n", + "1 1\n", + "1 2\n", + "1 3\n", + "2 2\n", + "2 3\n", + "3 3\n" + ] + } + ], + "source": [ + "# shows order of hessian elements\n", + "from itertools import combinations_with_replacement\n", + "axes = range(array_4Dnp.ndim)\n", + "for ax0, ax1 in combinations_with_replacement(axes, 2):\n", + " print(ax0, ax1)" + ] + }, + { + "cell_type": "raw", + "id": "5407d923-e5f1-4355-83c4-f8a285fc56b8", + "metadata": {}, + "source": [ + "def TWS_gaussian(im, sig=0):\n", + " G = filters.gaussian(im, sigma=sig, mode='reflect') #, preserve_range=True\n", + " fullname = ''.join(['gaussian_',f'{sig:.1f}'])\n", + " return G, fullname\n", + "\n", + "def TWS_gaussian_stack(im, sigmas):\n", + " fullnames = []\n", + " gstack = np.zeros((im.shape[0],im.shape[1], len(sigmas)))\n", + " for sig,i in zip(sigmas, range(len(sigmas))):\n", + " # if np.abs(sig-0)<0.1:\n", + " # gstack[:,:,i] = im\n", + " # name = ''.join(['gaussian_',f'{0:.1f}'])\n", + " # else:\n", + " gstack[:,:,i], name = TWS_gaussian(im, sig)\n", + " fullnames.append(name)\n", + " return gstack, fullnames\n", + "\n", + "def TWS_sobel(im, sig):\n", + " #sigma is only passed to the name! make sure it's correct\n", + " S = filters.sobel(im, mode='reflect')\n", + " name = ''.join(['sobel_',f'{sig:.1f}'])\n", + " return S, name\n", + "\n", + "def TWS_sobel_stack(gstack, sigmas):\n", + " Sstack = np.zeros(gstack.shape)\n", + " fullnames = []\n", + " for i in range(len(sigmas)):\n", + " Sstack[:,:,i], name = TWS_sobel(gstack[:,:,i], sigmas[i])\n", + " fullnames.append(name)\n", + " return Sstack, fullnames\n", + "\n", + "def TWS_hessian(im, sig):\n", + " #creates 8 images per sigma\n", + " #sigma is only passed to the name! make sure it's correct\n", + " a, b, d = feature.hessian_matrix(im, mode='reflect')\n", + " c = b\n", + " \n", + " mod = np.sqrt(a**2+b*c+d**2)\n", + " trace = a+d\n", + " det = a*d-c*b\n", + " eig1 = (a+d)/2 + np.sqrt((4*b**2+(a-d)**2)/2)\n", + " eig2 = (a+d)/2 - np.sqrt((4*b**2+(a-d)**2)/2)\n", + " \n", + " gamma_norm_eig_diff = (a-d)**2*((a-d)**2+4*b**2)\n", + " square_norm_eig_diff = ((a-d)**2+4*b**2) \n", + " \n", + " orient = 0.5*np.arccos(4*b**2+(a-d)**2)\n", + " hessian_stack = np.dstack([mod,trace,det,eig1,eig2,orient,gamma_norm_eig_diff,square_norm_eig_diff])\n", + " names = ['module', 'trace', 'determinant', 'eigenvalue1', 'eigenvalue2', 'orientation', 'gamma_norm_eig_diff', 'square_norm_eig_diff']\n", + "\n", + " fullnames = []\n", + " for name in names:\n", + " fullname = ''.join(['hessian_',name,'_',f'{sig:.1f}'])\n", + " fullnames.append(fullname)\n", + " return hessian_stack, fullnames\n", + "\n", + "def TWS_hessian_stack(gstack, sigmas):\n", + " size = len(sigmas)*8\n", + " Hstack = np.zeros((gstack.shape[0],gstack.shape[1], size))\n", + " fullnames = []\n", + " for i in range(len(sigmas)):\n", + " Hstack[:,:,i*8:i*8+8], names = TWS_hessian(gstack[:,:,i],sigmas[i])\n", + " fullnames = fullnames + names\n", + " return Hstack, fullnames\n", + " \n", + "\n", + "def TWS_diff_of_gaussians(gstack, sigmas):\n", + " #creates a stack of {size} (see below)\n", + " n = len(sigmas)\n", + " size = int(n*(n-1)/2)\n", + " \n", + " diff_stack = np.zeros((im.shape[0], im.shape[1], size))\n", + " fullnames = []\n", + " cc = 0\n", + " for i in range(1,n):\n", + " for j in range(i):\n", + " DG = gstack[:,:,i]-gstack[:,:,j]\n", + " diff_stack[:,:,cc] = DG\n", + " name = ''.join(['diff_of_gauss_',f'{sigmas[i]:.1f}','_',f'{sigmas[j]:.1f}'])\n", + " fullnames.append(name)\n", + " cc = cc + 1\n", + " return diff_stack, fullnames\n", + " \n", + " \n", + "def TWS_minimum(im, sigma):\n", + " M = filters.rank.minimum(im, disk(sigma))\n", + " fullname = ''.join(['minimum_',f'{sigma:.1f}'])\n", + " return M, fullname\n", + "\n", + "def TWS_minimum_stack(im, sigmas):\n", + " size = len(sigmas)-1\n", + " min_stack = np.zeros((im.shape[0], im.shape[1], size))\n", + " fullnames = []\n", + " i = 0\n", + " for i in range(size):\n", + " sig = sigmas[i+1]\n", + " min_stack[:,:,i], fullname = TWS_minimum(im, sig)\n", + " fullnames.append(fullname)\n", + " return min_stack, fullnames\n", + "\n", + "def TWS_maximum(im, sigma):\n", + " M = filters.rank.maximum(im, disk(sigma))\n", + " fullname = ''.join(['maximum_',f'{sigma:.1f}'])\n", + " return M, fullname\n", + "\n", + "def TWS_maximum_stack(im, sigmas):\n", + " size = len(sigmas)-1\n", + " max_stack = np.zeros((im.shape[0], im.shape[1], size))\n", + " fullnames = []\n", + " i = 0\n", + " for i in range(size):\n", + " sig = sigmas[i+1]\n", + " max_stack[:,:,i], fullname = TWS_maximum(im, sig)\n", + " fullnames.append(fullname)\n", + " return max_stack, fullnames\n", + "\n", + "def TWS_median(im, sigma):\n", + " M = filters.rank.median(im, disk(sigma))\n", + " fullname = ''.join(['median_',f'{sigma:.1f}'])\n", + " return M, fullname\n", + "\n", + "def TWS_median_stack(im, sigmas):\n", + " size = len(sigmas)-1\n", + " med_stack = np.zeros((im.shape[0], im.shape[1], size))\n", + " fullnames = []\n", + " i = 0\n", + " for i in range(size):\n", + " sig = sigmas[i+1]\n", + " med_stack[:,:,i], fullname = TWS_median(im, sig)\n", + " fullnames.append(fullname)\n", + " return med_stack, fullnames\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 213, + "id": "62624073-5ad2-422d-ac33-12a2eaaef4eb", + "metadata": {}, + "outputs": [], + "source": [ + "# functions take chunked dask-array as input\n", + "def nd_gaussian(da, sig = 0):\n", + " if np.abs(sig-0)<0.1:\n", + " G = np.array(da)\n", + " else:\n", + " G = da.map_overlap(filters.gaussian, depth=4*sig+1, sigma = sig).compute()\n", + " fullname = ''.join(['gaussian_',f'{sig:.1f}'])\n", + " return G, fullname\n", + "\n", + "#TODO create a class that makes the feature stacks\n", + "def nd_gaussian_stack(da, sigmas):\n", + " fullnames = []\n", + " gstack = np.zeros(list(da.shape) + [len(sigmas)])\n", + " for sig,i in zip(sigmas, range(len(sigmas))):\n", + " gstack[...,i], name = nd_gaussian(da, sig)\n", + " fullnames.append(name)\n", + " return gstack, fullnames" + ] + }, + { + "cell_type": "code", + "execution_count": 216, + "id": "9be58cb6-bca6-44d6-be0a-b8e57d279356", + "metadata": {}, + "outputs": [], + "source": [ + "def nd_diff_of_gaussian(gstack, sigmas):\n", + "# #creates a stack of {size} (see below)\n", + " n = len(sigmas)\n", + " size = int(n*(n-1)/2)\n", + " dstack = np.zeros(list(da.shape) + [size])\n", + " fullnames = []\n", + " cc = 0\n", + " for i in range(1,n):\n", + " for j in range(i):\n", + " dstack[...,cc] = gstack[...,i] - gstack[...,j]\n", + " name = ''.join(['diff_of_gauss_',f'{sigmas[i]:.1f}','_',f'{sigmas[j]:.1f}'])\n", + " fullnames.append(name)\n", + " cc = cc + 1\n", + " return dstack, fullnames" + ] + }, + { + "cell_type": "code", + "execution_count": 295, + "id": "3920c832-44bf-4de3-bd7d-ee49d2336258", + "metadata": {}, + "outputs": [], + "source": [ + "def ball_4d(sigma):\n", + " bnd = np.zeros((sig*2+1,sig*2+1,sig*2+1,sig*2+1), dtype = bool)\n", + " bnd[sig,sig,sig,sig] = True\n", + " ecd = ndimage.distance_transform_edt(~bnd)\n", + " bnd = (ecd