diff --git a/docs/buildlibs/build.md b/docs/buildlibs/build.md index 3d77a4e..b24baaa 100644 --- a/docs/buildlibs/build.md +++ b/docs/buildlibs/build.md @@ -32,22 +32,32 @@ The c++ library 'clij2fft' implements several FFT based algorithms built on top #### Linux/MacOSX Build Instructions 2. From a bash terminal run [native/cppbuild.sh](https://github.com/clij/clij2-fft/blob/master/native/cppbuild.sh) -3. If step 1 fails check [native/clij2fft/cppbuild.sh](https://github.com/clij/clij2-fft/blob/master/native/clij2fft/cppbuild.sh#L26) and verify that OpenCL and clFFT are installed in the correct locations. +3. If step 1 fails check [native/clij2fft/cppbuild.sh](https://github.com/clij/clij2-fft/blob/master/native/clij2fft/cppbuild.sh#L28) and verify that OpenCL and clFFT are installed in the correct locations. 4. The updated library (clij2fft.so) and dependencies should now be in the ```clij2-fft/lib/linux64/``` directory. ### MacOSX and Mac Silicon Native M1 -Some users have successfully built the code in a Mac environment. -You will need to install `clFFT` from [here](https://formulae.brew.sh/formula/clfft) using [homebrew](https://brew.sh/). -Note that the `macosx-universal2` binaries were generated using `lipo` (e.g. `lipo -create -output lib/macosx-universal2/libclFFT.dylib lib/macosx/libclFFT.dylib lib/macosx-arm64/libclFFT.dylib`). -Currently we recommend searching the [ImageSC Forum](https://forum.image.sc/search?q=apple%20M1%20clij%20deconvolution) for more information. Please ask questions on the forum if previous discussions are unclear. +You will need to install `clFFT` from [here](https://formulae.brew.sh/formula/clfft) using [homebrew](https://brew.sh/). -We have also found that on macosx the native library libclij2fft needs to be modified with ```install_name_tool``` in order for it to be found by libclij2fft.dylib in it’s current directory (ie when both are in /mambaforge/envs/current_environment/lib) +To build on macosx or mac m1/m2 (arm64) perform the following + +2. From a bash terminal run [native/cppbuild.sh](https://github.com/clij/clij2-fft/blob/master/native/cppbuild.sh) +3. If step 1 fails check [native/clij2fft/cppbuild.sh](https://github.com/clij/clij2-fft/blob/master/native/clij2fft/cppbuild.sh#L56) and verify that OpenCL and clFFT are installed in the correct locations. + +The macosx the native library libclij2fft needs to be modified with ```install_name_tool``` in order for it to be found by libclij2fft.dylib in it’s current directory (ie when both are in /mambaforge/envs/current_environment/lib) ``` install_name_tool -change libclFFT.2.dylib @rpath/libclFFT.2.dylib ../../../lib/macosx-arm64/libclij2fft.dylib ``` +If targeting both macosx and macosx-arm64 we need to build a universal binary using 'lipo' + +``` +lipo -create -output lib/macosx-universal2/libclFFT.dylib lib/macosx/libclFFT.dylib lib/macosx-arm64/libclFFT.dylib` +``` + +We recommend searching the [ImageSC Forum](https://forum.image.sc/search?q=apple%20M1%20clij%20deconvolution) for more information. Please ask questions on the forum if previous discussions are unclear. + ## Build Java Wrapper and Plugin 1. A 64 bit c++ compiler is needed to create the wrapper. In windows from Start menu run ‘x64 Native Tools Command Prompt for VS 2019'. In Linux/MacOsx make sure a 64 bit c++ compiler (ie gcc) is installed. diff --git a/python/Test_Installation.ipynb b/python/Test_Installation.ipynb deleted file mode 100644 index 3126bf1..0000000 --- a/python/Test_Installation.ipynb +++ /dev/null @@ -1,155 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "a6821b20", - "metadata": {}, - "source": [ - "The notebook can be used to test a clij2-fft installation.\n", - "\n", - "Pre-requisites (if installing in an empty environment may need to install matplotlib and scikit-image)\n", - "\n", - "```conda install matplotlib``` \n", - "```conda install -c anaconda scikit-image```" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "6dfda3ed", - "metadata": {}, - "outputs": [], - "source": [ - "from skimage import io\n", - "from clij2fft.richardson_lucy import richardson_lucy\n", - "import matplotlib.pyplot as plt\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "d3bc6705", - "metadata": {}, - "outputs": [], - "source": [ - "imgName='D:\\\\images/images/Bars-G10-P15-stack-cropped.tif'\n", - "psfName='D:\\\\images/images/PSF-Bars-stack-cropped.tif'\n", - "\n", - "#imgName='/home/bnorthan/code/images/Bars-G10-P15-stack-cropped.tif'\n", - "#psfName='/home/bnorthan/code/images/PSF-Bars-stack-cropped.tif'\n", - "\n", - "img=io.imread(imgName)\n", - "psf=io.imread(psfName)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "97c0189f", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "get lib\n", - "get lib\n" - ] - } - ], - "source": [ - "result = richardson_lucy(img, psf, 100, 0)\n", - "result_tv = richardson_lucy(img, psf, 100, 0.001)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "87c33b81", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'result rltv')" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(1,2)\n", - "ax[0].imshow(img.max(axis=0))\n", - "ax[0].set_title('img (max projection)')\n", - "\n", - "ax[1].imshow(psf.max(axis=0))\n", - "ax[1].set_title('psf (max projection)')\n", - "\n", - "fig, ax = plt.subplots(1,3)\n", - "ax[0].imshow(img.max(axis=0))\n", - "ax[0].set_title('img')\n", - "\n", - "ax[1].imshow(result.max(axis=0))\n", - "ax[1].set_title('result rl')\n", - "\n", - "ax[2].imshow(result_tv.max(axis=0))\n", - "ax[2].set_title('result rltv')" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "fe16ebde", - "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": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/python/Test_Installation.py b/python/Test_Installation.py deleted file mode 100644 index beb4aa5..0000000 --- a/python/Test_Installation.py +++ /dev/null @@ -1,36 +0,0 @@ -from skimage import io -from clij2fft.richardson_lucy import richardson_lucy -import matplotlib.pyplot as plt - -imgName='D:\\images/images/Bars-G10-P15-stack-cropped.tif' -psfName='D:\\images/images/PSF-Bars-stack-cropped.tif' - -#imgName='/home/bnorthan/code/images/Bars-G10-P15-stack-cropped.tif' -#psfName='/home/bnorthan/code/images/PSF-Bars-stack-cropped.tif' - -img=io.imread(imgName) -psf=io.imread(psfName) - -result = richardson_lucy(img, psf, 100, 0) -result_tv = richardson_lucy(img, psf, 100, 0.001) - -fig, ax = plt.subplots(1,2) -ax[0].imshow(img.max(axis=0)) -ax[0].set_title('img (max projection)') - -ax[1].imshow(psf.max(axis=0)) -ax[1].set_title('psf (max projection)') - -fig, ax = plt.subplots(1,3) -ax[0].imshow(img.max(axis=0)) -ax[0].set_title('img') - -ax[1].imshow(result.max(axis=0)) -ax[1].set_title('result rl') - -ax[2].imshow(result_tv.max(axis=0)) -ax[2].set_title('result rltv') - -fig.show() - -input("Hit enter to close") \ No newline at end of file diff --git a/python/clij2fft/pad.py b/python/clij2fft/pad.py index e9a27b3..66ca2be 100644 --- a/python/clij2fft/pad.py +++ b/python/clij2fft/pad.py @@ -84,7 +84,8 @@ def pad(img, paddedsize, mode, constant_values=0): mode ([type]): one of the np.pad modes Returns: - [nd array]: padded image + padded [nd array]: padded image + padding [tuple]: tuple containing the padding used """ padding = tuple(map(lambda i,j: ( math.ceil((i-j)/2), math.floor((i-j)/2) ),paddedsize,img.shape)) diff --git a/python/clij2fft/test_richardson_lucy.py b/python/clij2fft/test_richardson_lucy.py deleted file mode 100644 index 49371b4..0000000 --- a/python/clij2fft/test_richardson_lucy.py +++ /dev/null @@ -1,49 +0,0 @@ -from clij2fft.libs import getlib -from skimage import io -from richardson_lucy import richardson_lucy, richardson_lucy_nc -import matplotlib.pyplot as plt -import numpy as np -import time - -# open image and psf - -imgName='D:\\images/images/Bars-G10-P15-stack-cropped.tif' -psfName='D:\\images/images/PSF-Bars-stack-cropped.tif' - -#imgName='/home/bnorthan/code/images/Bars-G10-P15-stack-cropped.tif' -#psfName='/home/bnorthan/code/images/PSF-Bars-stack-cropped.tif' - -img=io.imread(imgName) -psf=io.imread(psfName) - -fig, ax = plt.subplots(1,2) -ax[0].imshow(img.max(axis=0)) -ax[0].set_title('img (max projection)') - -ax[1].imshow(psf.max(axis=0)) -ax[1].set_title('psf (max projection)') - -fig, ax = plt.subplots(1,4) -ax[0].imshow(img.max(axis=0)) -ax[0].set_title('img') - -try: - lib -except: - print('get lib') - lib = getlib() - -result = richardson_lucy(img, psf, 100, 0, lib=lib,platform=1,device=0) -result_nc = richardson_lucy_nc(img, psf, 100, 0, lib=lib) -result_tv = richardson_lucy(img, psf, 100, 0.001, lib=lib) - -ax[1].imshow(result.max(axis=0)) -ax[1].set_title('result rl') - -ax[2].imshow(result_tv.max(axis=0)) -ax[2].set_title('result rltv') - -ax[3].imshow(result_nc.max(axis=0)) -ax[3].set_title('result nc') - -plt.show() diff --git a/python/clij2fft/test_richardson_lucy_nc.py b/python/clij2fft/test_richardson_lucy_nc.py deleted file mode 100644 index de2ec48..0000000 --- a/python/clij2fft/test_richardson_lucy_nc.py +++ /dev/null @@ -1,107 +0,0 @@ -from clij2fft.libs import getlib -import numpy as np -from clij2fft.pad import pad, get_pad_size, get_next_smooth, unpad -from skimage.io import imread -from tnia.deconvolution.psfs import gibson_lanni_3D -from tnia.plotting.projections import show_xyz_max -from tnia.viewing.napari_helper import show_image - -set = 1 - -if set==1: - input_name="D:\\images\\ABRF LMRG Image Analysis Study\\nuclei\\nuclei4_out_c90_dr10_image.tif" - input_name="D:\\images\\ABRF LMRG Image Analysis Study\\nuclei\\nuclei2_out_c90_dr90_image.tif" - #im[:,:,:]=1 - - #input_name='/home/bnorthan/code/images/Bars-G10-P15-stack-cropped.tif' - - xy_psf_dim=65 - z_psf_dim=50 - - size=[z_psf_dim,xy_psf_dim,xy_psf_dim] - xy_pixel_size = 0.124 - z_pixel_size = 0.2 - - NA=1.4 - ni=1.5 - ns=1.4 - - emission = 0.45 - -elif set==2: - input_name="D:\\images\\images\\CElegans-CY3-crop.tif" - - xy_psf_dim=65 - z_psf_dim=50 - - size=[z_psf_dim,xy_psf_dim,xy_psf_dim] - xy_pixel_size = 0.0645 - z_pixel_size = 0.160 - - NA=1.4 - ni=1.5 - ns=1.4 - - emission = 0.654 - -im=imread(input_name).astype('float32') - -psf = gibson_lanni_3D(NA, ni, ns, xy_pixel_size, z_pixel_size, xy_psf_dim, z_psf_dim, 0, emission) -show_xyz_max(psf) - -# native code only works with 32 bit floats -img=im.astype(np.float32) -psf=psf.astype(np.float32) - -original_size = img.shape - -extended_size = [img.shape[0]+psf.shape[0], img.shape[1]+psf.shape[1], img.shape[2]+psf.shape[2]] -# native code only works with 7-smooth sizes -extended_size = get_next_smooth(extended_size) - -# pad image and psf to next smooth size -img, _ = pad(img, extended_size,'constant') -psf, _ = pad(psf, extended_size, 'constant') - - -# shift psf so center is at 0,0 -shifted_psf = np.fft.ifftshift(psf) - -# create normalization factor for non-circulant deconvolution - -# memory for result -result = np.zeros(img.shape).astype('float32') -result[:,:,:]=img.mean() - -start = [0,0,0] -end = [0,0,0] - -# calculate the start and end of the original image within the extended image -for d in range(3): - start[d] = int((extended_size[d]-original_size[d])/2) - end[d]=int(start[d]+original_size[d]) - -valid=np.zeros(extended_size).astype(np.float32) -valid[start[0]:end[0],start[1]:end[1],start[2]:end[2]]=1 - -normal=np.zeros(extended_size).astype(np.float32) -# if the lib wasn't passed get it -try: - lib -except: - print('get lib') - lib = getlib() - -lib.convcorr3d_32f(int(normal.shape[2] ), int(normal.shape[1]), int(normal.shape[0]), valid, shifted_psf, normal,1) - -normal[normal<0.00001]=1 - -# deconvolution using clij2fft -lib.deconv3d_32f(100, int(img.shape[2]), int(img.shape[1]), int(img.shape[0]), img, shifted_psf, result, normal) - -# unpad and return -decon = unpad(result, original_size) - -#viewer=show_image(normal, "normal") -viewer=show_image(im, "img") -show_image(decon, "decon", viewer=viewer) diff --git a/python/clij2fft/test_sphere.py b/python/clij2fft/test_sphere.py deleted file mode 100644 index 62b6b34..0000000 --- a/python/clij2fft/test_sphere.py +++ /dev/null @@ -1,53 +0,0 @@ -import matplotlib.pyplot as plt -from deconsim import psfs -from deconsim import phantoms -from deconsim import forward -import numpy as np -import microscPSF as msPSF -from deconsim.richardson_lucy import richardson_lucy, richardson_lucy_cupy -from libs import getlib -from richardson_lucy import richardson_lucy -import time -from pad import pad, get_pad_size, get_next_smooth, unpad - -xy=101 - -size=[50,xy,xy] -pixel_size = 0.05 - -rv = np.arange(0.0, 3.01, pixel_size) -zv = np.arange(-size[0]*pixel_size/2, size[0]*pixel_size/2, pixel_size) - -img = phantoms.sphere3d(size,10) #rg.sphere(size, 20).astype(np.float32) - -plt.imshow(img[int(size[0]/2),:,:]) - -psf_xyz = psfs.gibson_lanni_3D(1.4, 1.53, 1.4, pixel_size, xy, zv, 0.1) -plt.imshow(psf_xyz[int(size[0]/2),:,:]) - -forward = forward.forward(img, psf_xyz, 100, 100) - -lib = getlib() -start = time.time() -rl_clij = richardson_lucy(forward, psf_xyz, 100, 0,lib) -end = time.time() -clijtime = end-start - -start = time.time() -rl_cupy = richardson_lucy_cupy(forward, psf_xyz, 100) -end = time.time() -cupytime = end-start - -print('time cupy is',cupytime) -print('time clij is',clijtime) - -fig = plt.figure() -fig.add_subplot(131) -plt.imshow(forward[int(size[0]/2),:,:]) -fig.add_subplot(132) -plt.imshow(rl_cupy[int(size[0]/2),:,:]) -fig.add_subplot(133) -plt.imshow(rl_clij[int(size[0]/2),:,:]) - -plt.show() - diff --git a/python/copylibsconda.sh b/python/copylibsconda.sh index 71c7d15..bc8b48a 100644 --- a/python/copylibsconda.sh +++ b/python/copylibsconda.sh @@ -1,6 +1,7 @@ #!/bin/bash -# installs in editable mode, copying the native libraries to the location they are needed -# NOTE this script needs to be customized for your system and environment name +# this script is used when installing in editable mode, it copies the native libraries to the +# location they are needed NOTE this script needs to be customized for your system and environment +# name KERNEL=(`uname -s | tr [A-Z] [a-z]`) ARCH=(`uname -m | tr [A-Z] [a-z]`) diff --git a/python/interactive tests/Test_Installation.ipynb b/python/interactive tests/Test_Installation.ipynb new file mode 100644 index 0000000..8bcf0e0 --- /dev/null +++ b/python/interactive tests/Test_Installation.ipynb @@ -0,0 +1,193 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "a6821b20", + "metadata": {}, + "source": [ + "The notebook can be used to test a clij2-fft installation.\n", + "\n", + "Pre-requisites (if installing in an empty environment may need to install matplotlib and scikit-image)\n", + "\n", + "```conda install matplotlib``` \n", + "```conda install -c anaconda scikit-image```\n", + "\n", + "Test image can be found [here](https://www.dropbox.com/scl/fo/9a8unraolweuyxw4rkl4y/h?rlkey=qfz6ovqpdce6mhe92u1lda3v7&dl=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "6dfda3ed", + "metadata": {}, + "outputs": [], + "source": [ + "from skimage import io\n", + "from clij2fft.richardson_lucy import richardson_lucy\n", + "import matplotlib.pyplot as plt\n", + "import os\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d3bc6705", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(128, 256, 256)\n", + "(128, 256, 256)\n" + ] + } + ], + "source": [ + "clij2fft_images_path = r'/home/bnorthan/images/clij2-fft-images'\n", + "\n", + "imgName=os.path.join(clij2fft_images_path, 'Bars-G10-P15-stack.tif')\n", + "psfName=os.path.join(clij2fft_images_path, 'PSF-Bars-stack.tif')\n", + "\n", + "img=io.imread(imgName)\n", + "psf=io.imread(psfName)\n", + "\n", + "print(img.shape)\n", + "print(psf.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "97c0189f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "get lib\n", + "\n", + "platform 0 NVIDIA CUDA\n", + "device name 0 NVIDIA GeForce RTX 4070 Laptop GPU\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2 warnings generated.\n", + "2 warnings generated.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Richardson Lucy Started\n", + "0 10 20 30 40 50 60 70 80 90 \n", + "Richardson Lucy Finished\n", + "get lib\n", + "\n", + "platform 0 NVIDIA CUDA\n", + "device name 0 NVIDIA GeForce RTX 4070 Laptop GPU\n", + "\n", + "Richardson Lucy Started\n", + "0 10 20 30 40 50 60 70 80 90 \n", + "Richardson Lucy Finished\n" + ] + } + ], + "source": [ + "result = richardson_lucy(img, psf, 100, 0)\n", + "result_tv = richardson_lucy(img, psf, 100, 0.001)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "87c33b81", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'result rltv')" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(1,2)\n", + "ax[0].imshow(img.max(axis=0))\n", + "ax[0].set_title('img (max projection)')\n", + "\n", + "ax[1].imshow(psf.max(axis=0))\n", + "ax[1].set_title('psf (max projection)')\n", + "\n", + "fig, ax = plt.subplots(1,3)\n", + "ax[0].imshow(img.max(axis=0))\n", + "ax[0].set_title('img')\n", + "\n", + "ax[1].imshow(result.max(axis=0))\n", + "ax[1].set_title('result rl')\n", + "\n", + "ax[2].imshow(result_tv.max(axis=0))\n", + "ax[2].set_title('result rltv')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fe16ebde", + "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": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/python/clij2fft/test_libs.py b/python/interactive tests/test_libs.py similarity index 99% rename from python/clij2fft/test_libs.py rename to python/interactive tests/test_libs.py index b3ea26d..def0cb5 100644 --- a/python/clij2fft/test_libs.py +++ b/python/interactive tests/test_libs.py @@ -2,6 +2,7 @@ from clij2fft.richardson_lucy import richardson_lucy import numpy as np + lib = getlib() lib.print_platforms_and_devices() diff --git a/python/clij2fft/test_padding.py b/python/interactive tests/test_padding.py similarity index 53% rename from python/clij2fft/test_padding.py rename to python/interactive tests/test_padding.py index a12b663..54bd6b0 100644 --- a/python/clij2fft/test_padding.py +++ b/python/interactive tests/test_padding.py @@ -2,14 +2,11 @@ from skimage import io import matplotlib.pyplot as plt import numpy as np -from pad import pad, get_pad_size, get_next_smooth, unpad +from clij2fft.pad import pad, get_pad_size, get_next_smooth, unpad -# open image and psf -imgName='D:\\images/images/Bars-G10-P15-stack-cropped.tif' -psfName='D:\\images/images/PSF-Bars-stack-cropped.tif' - -img=io.imread(imgName) -psf=io.imread(psfName) +# create arrays to test padding +img= np.ones((256, 256, 128), dtype=np.float32) +psf = np.ones((128, 128, 64), dtype=np.float32) print(img.shape) print(psf.shape) @@ -17,7 +14,11 @@ padsize=get_pad_size(img,psf) padsize=get_next_smooth(padsize) -padded = pad(img, padsize, 'constant') +padded, padding = pad(img, padsize, 'constant') + +print("padded shape", padded.shape) +print("padding", padding) + cropped = unpad(padded, img.shape) fig, ax = plt.subplots(1,2) diff --git a/python/interactive tests/test_richardson_lucy.py b/python/interactive tests/test_richardson_lucy.py new file mode 100644 index 0000000..f7c1a6c --- /dev/null +++ b/python/interactive tests/test_richardson_lucy.py @@ -0,0 +1,60 @@ +from clij2fft.libs import getlib +from skimage.io import imread +from clij2fft.richardson_lucy import richardson_lucy, richardson_lucy_nc +import matplotlib.pyplot as plt +import numpy as np +import os + +use_ones = True + +# we have the option of just using arrays of ones to test that the code runs... +if use_ones: + img = np.ones((256, 256, 128), dtype=np.float32) + psf = np.ones((128, 128, 64), dtype=np.float32) +# ...or we can use real images +else: + clij2fft_images_path = r'/home/bnorthan/images/clij2-fft-images' + + img_name=os.path.join(clij2fft_images_path, 'Bars-G10-P15-stack.tif') + psf_name=os.path.join(clij2fft_images_path, 'PSF-Bars-stack.tif') + + img=imread(img_name) + print('image shape is',img.shape) + psf=imread(psf_name) + +try: + lib +except: + print('get lib') + lib = getlib() + +result = richardson_lucy(img, psf, 100, 0, lib=lib,platform=0,device=0) +result_nc = richardson_lucy_nc(img, psf, 100, 0, lib=lib) +result_tv = richardson_lucy(img, psf, 100, 0.001, lib=lib) + + +if not use_ones: + + fig, ax = plt.subplots(1,2) + ax[0].imshow(img.max(axis=0)) + ax[0].set_title('img (max projection)') + + ax[1].imshow(psf.max(axis=0)) + ax[1].set_title('psf (max projection)') + + fig, ax = plt.subplots(1,4) + ax[0].imshow(img.max(axis=0)) + ax[0].set_title('img') + + ax[1].imshow(result.max(axis=0)) + ax[1].set_title('result rl') + + ax[2].imshow(result_tv.max(axis=0)) + ax[2].set_title('result rltv') + + ax[3].imshow(result_nc.max(axis=0)) + ax[3].set_title('result nc') + + plt.show() + +lib.cleanup() diff --git a/python/clij2fft/test_richardson_lucy_dask.py b/python/interactive tests/test_richardson_lucy_dask.py similarity index 58% rename from python/clij2fft/test_richardson_lucy_dask.py rename to python/interactive tests/test_richardson_lucy_dask.py index 421e5b7..84ab7bc 100644 --- a/python/clij2fft/test_richardson_lucy_dask.py +++ b/python/interactive tests/test_richardson_lucy_dask.py @@ -1,20 +1,26 @@ -from richardson_lucy_dask import richardson_lucy_dask +from clij2fft.richardson_lucy_dask import richardson_lucy_dask from skimage.io import imread import numpy as np from matplotlib import pyplot as plt import pyopencl as cl +import os -img_name=r'D:\\images/images/Bars-G10-P15-stack-cropped.tif' -psf_name=r'D:\\images/images/PSF-Bars-stack-cropped.tif' +use_ones = False -img_name=r'/home/bnorthan/images/deconvolution/Bars-G10-P15-stack.tif' -psf_name=r'/home/bnorthan/images/deconvolution/PSF-Bars-stack.tif' +# we have the option of just using arrays of ones to test that the code runs... +if use_ones: + img = np.ones((256, 256, 128), dtype=np.float32) + psf = np.ones((128, 128, 64), dtype=np.float32) +# ...or we can use real images +else: + clij2fft_images_path = r'/home/bnorthan/images/clij2-fft-images' -#img_name = r'C:\Users\Administrator\data\Bars-G10-P15-stack.tif' -#psf_name = r'C:\Users\Administrator\data\PSF-Bars-stack.tif' + img_name=os.path.join(clij2fft_images_path, 'Bars-G10-P15-stack.tif') + psf_name=os.path.join(clij2fft_images_path, 'PSF-Bars-stack.tif') -img=imread(img_name) -print('image shape is',img.shape) + img=imread(img_name) + print('image shape is',img.shape) + psf=imread(psf_name) pad_z=50 pad_y=50 @@ -23,7 +29,6 @@ img = np.pad(img, [(pad_z,pad_z),(pad_y, pad_y),(pad_x, pad_x)], mode = 'constant', constant_values = 0) print('image shape is',img.shape) -psf=imread(psf_name) platforms = cl.get_platforms() diff --git a/python/pythonbuild.sh b/python/pythonbuild.sh index 7b1fa31..70ce909 100755 --- a/python/pythonbuild.sh +++ b/python/pythonbuild.sh @@ -1,3 +1,4 @@ +#!/bin/bash # this script builds the native code then copies it to the python directory # so we can then upload to testpypi or pypi. # NOTE: When uploading from one OS need to also build the native code on the other OSs then diff --git a/python/test_libs.py b/python/test_libs.py deleted file mode 100644 index 95a159f..0000000 --- a/python/test_libs.py +++ /dev/null @@ -1,11 +0,0 @@ -from clij2fft.libs import getlib -from clij2fft.richardson_lucy import richardson_lucy -import numpy as np - -img= np.ones((256, 256, 128), dtype=np.float32) -psf = np.ones((128, 128, 64), dtype=np.float32) - -result = richardson_lucy(img, psf, 100, 0, platform=0, device=0) - -print() -print(result.shape, result.mean()) \ No newline at end of file diff --git a/python/tests/test_libs.py b/python/tests/test_libs.py new file mode 100644 index 0000000..42abfcd --- /dev/null +++ b/python/tests/test_libs.py @@ -0,0 +1,17 @@ +from clij2fft.libs import getlib +from clij2fft.richardson_lucy import richardson_lucy +import numpy as np + + +def test_libs(): + lib = getlib() + lib.print_platforms_and_devices() + + img= np.ones((256, 256, 128), dtype=np.float32) + psf = np.ones((128, 128, 64), dtype=np.float32) + + result = richardson_lucy(img, psf, 100, 0, platform=0, device=0) + #result = richardson_lucy(img, psf, 100, 0, platform=1, device=0) + + print() + print(result.shape, result.mean()) \ No newline at end of file diff --git a/python/tests/test_richardson_lucy_dask.py b/python/tests/test_richardson_lucy_dask.py new file mode 100644 index 0000000..9f635ed --- /dev/null +++ b/python/tests/test_richardson_lucy_dask.py @@ -0,0 +1,31 @@ +from clij2fft.richardson_lucy_dask import richardson_lucy_dask +from skimage.io import imread +import numpy as np +from matplotlib import pyplot as plt +import pyopencl as cl +import os + +def test_richardson_lucy_dask(): + + img = np.ones((256, 256, 128), dtype=np.float32) + psf = np.ones((128, 128, 64), dtype=np.float32) + + pad_z=50 + pad_y=50 + pad_x=50 + mem_to_use=1 + + img = np.pad(img, [(pad_z,pad_z),(pad_y, pad_y),(pad_x, pad_x)], mode = 'constant', constant_values = 0) + print('image shape is',img.shape) + + platforms = cl.get_platforms() + + for platform in platforms: + # print number of devices per platform + print("Platform: {} has {} devices".format(platform.name, len(platform.get_devices()))) + for device in platform.get_devices(): + print(' ',device) + + platform_to_use = 0 + decon=richardson_lucy_dask(img, psf, 50, 0.0001, mem_to_use=mem_to_use, platform = 0, num_devices = len(platforms[0].get_devices()), debug = False) +