PATH. Set JAVA_HOME, if needed, and refer to the JPype documentation if it does not work.Before starting the notebook, install the virtual environment:
pipenv installYou can then start the notebook by running
pipenv run jupyter notebook| [[source]] | |
| url = "https://pypi.org/simple" | |
| verify_ssl = true | |
| name = "pypi" | |
| [packages] | |
| imglyb = "~=2.0" | |
| jupyter = "~=1.0" | |
| matplotlib = "~=3.4" | |
| pillow = "~=8.4" | |
| requests = "~=2.26" | |
| [dev-packages] | |
| [requires] | |
| python_version = "3.10" |
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| }, | |
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| { | |
| "name": "pypi", | |
| "url": "https://pypi.org/simple", | |
| "verify_ssl": true | |
| } | |
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| { | |
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| { | |
| "cell_type": "code", | |
| "execution_count": 1, | |
| "id": "6bc91a46", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "import imglyb\n", | |
| "import io\n", | |
| "import jpype\n", | |
| "import numpy as np\n", | |
| "import requests\n", | |
| "import scyjava\n", | |
| "\n", | |
| "from matplotlib import pyplot as plt\n", | |
| "from PIL import Image\n", | |
| "\n", | |
| "np.random.seed(9001)\n", | |
| "\n", | |
| "%matplotlib inline" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 2, | |
| "id": "8710df0d", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "<matplotlib.image.AxesImage at 0x7fd87ceb8e50>" | |
| ] | |
| }, | |
| "execution_count": 2, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 432x288 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "needs_background": "light" | |
| }, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "url = 'https://forum.mods.de/bb/avatare/upload/U1157313--ziggy_final.png'\n", | |
| "response = requests.get(url)\n", | |
| "data = io.BytesIO(response.content)\n", | |
| "img = np.array(Image.open(data))\n", | |
| "target = np.zeros(img.shape, dtype=img.dtype)\n", | |
| "plt.imshow(img)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 3, | |
| "id": "86e4b4c4", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "step = 10\n", | |
| "points = np.mgrid[step:img.shape[0]-step:step, step:img.shape[1]-step:step].reshape(2,-1).T\n", | |
| "wiggle_points = points + np.random.normal(size=points.shape, scale=2)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 4, | |
| "id": "2b679b7e", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "log4j:WARN No appenders could be found for logger (jitk.spline.ThinPlateR2LogRSplineKernelTransform).\n", | |
| "log4j:WARN Please initialize the log4j system properly.\n", | |
| "log4j:WARN See http://logging.apache.org/log4j/1.2/faq.html#noconfig for more info.\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "imglib_img = imglyb.to_imglib(img)\n", | |
| "imglib_target = imglyb.to_imglib(target)\n", | |
| "RealPoint = jpype.JClass('net.imglib2.RealPoint')\n", | |
| "ArrayList = jpype.JClass('java.util.ArrayList')\n", | |
| "TPS = jpype.JClass('net.imglib2.realtransform.ThinplateSplineTransform')\n", | |
| "WIT = jpype.JClass('net.imglib2.realtransform.inverse.WrappedIterativeInvertibleRealTransform') \n", | |
| "\n", | |
| "def as_imglib_points(points):\n", | |
| " # Image dimensions are (y, x, channel) in numpy\n", | |
| " # but will be (channel, x, y) in ImgLib.\n", | |
| " return jpype.JArray(float, 2)(points[:, ::-1].T.tolist())\n", | |
| " \n", | |
| "imglib_points = as_imglib_points(points)\n", | |
| "imglib_wiggle_points = as_imglib_points(wiggle_points)\n", | |
| "tps = TPS(imglib_wiggle_points, imglib_points)\n", | |
| "wit = WIT(tps)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 5, | |
| "id": "22a160f7", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "ImgUtil = jpype.JClass('net.imglib2.util.ImgUtil')\n", | |
| "InterpolatorFactory = jpype.JClass('net.imglib2.interpolation.randomaccess.ClampingNLinearInterpolatorFactory')\n", | |
| "Util = jpype.JClass('net.imglib2.util.Util')\n", | |
| "RealViews = jpype.JClass('net.imglib2.realtransform.RealViews')\n", | |
| "Views = jpype.JClass('net.imglib2.view.Views')\n", | |
| "# We can either 3D scalar image into 2D image with columns at each pixel\n", | |
| "# or manually slice through each channel (each slice will be 2d). I\n", | |
| "# decided to go with the latter.\n", | |
| "# Note: If the data is scalar (no channel dimension), this will not be\n", | |
| "# necessary.\n", | |
| "for d in range(img.shape[2]):\n", | |
| " img_slice = Views.hyperSlice(imglib_img, 0, d)\n", | |
| " extended = Views.extendZero(img_slice)\n", | |
| " interpolated = Views.interpolate(extended, InterpolatorFactory())\n", | |
| " transformed = Views.interval(RealViews.transform(interpolated, wit), img_slice)\n", | |
| " src = Views.interval(transformed, img_slice)\n", | |
| " tgt = Views.hyperSlice(imglib_target, 0, d)\n", | |
| " ImgUtil.copy(src, tgt)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 6, | |
| "id": "f2f2118b", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "<matplotlib.image.AxesImage at 0x7fd87cf53fa0>" | |
| ] | |
| }, | |
| "execution_count": 6, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x720 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "needs_background": "light" | |
| }, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "fig, axes = plt.subplots(1, 2, figsize=(10, 10))\n", | |
| "axes.flat[0].imshow(img)\n", | |
| "axes.flat[1].imshow(target)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 7, | |
| "id": "6036bf8c", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "[<matplotlib.lines.Line2D at 0x7fd7af1ece20>]" | |
| ] | |
| }, | |
| "execution_count": 7, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x720 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "needs_background": "light" | |
| }, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "fig, axes = plt.subplots(1, 2, figsize=(10, 10))\n", | |
| "axes.flat[0].imshow(img)\n", | |
| "axes.flat[0].plot(wiggle_points[:, 1], wiggle_points[:, 0], 'o', c='k', markerfacecolor='none')\n", | |
| "axes.flat[1].imshow(target)\n", | |
| "axes.flat[1].plot(points[:, 1], points[:, 0], 'o', c='k', markerfacecolor='none')" | |
| ] | |
| } | |
| ], | |
| "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": "3.10.0" | |
| } | |
| }, | |
| "nbformat": 4, | |
| "nbformat_minor": 5 | |
| } |