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@VolkerH
Last active May 10, 2022 14:43
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Visualize contours from cecog explorer
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{
"cells": [
{
"cell_type": "code",
"execution_count": 8,
"id": "c4491dea",
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import h5py\n",
"import napari\n",
"from napari.utils import nbscreenshot"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "5ace4840",
"metadata": {},
"outputs": [],
"source": [
"%gui qt"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "76012505",
"metadata": {},
"outputs": [],
"source": [
"f=h5py.File(\"/home/hilsenst/Downloads/643_test_sara.hdf\", \"r\")"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "023b1fe1",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<KeysViewHDF5 ['classifiers', 'data', 'settings']>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"f.keys()\n"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "af4f2ef7",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<KeysViewHDF5 ['bbox', 'contours', 'feature_groups', 'features', 'gallery']>"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"f[\"data\"].keys()"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "003274ae",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<KeysViewHDF5 ['Channel_1', 'Channel_2']>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"f[\"data/contours\"].keys()"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "c8f80c16",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<HDF5 dataset \"Channel_1\": shape (71, 2), type \"|O\">"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"f[\"data/contours/Channel_1\"]"
]
},
{
"cell_type": "markdown",
"id": "87852d02",
"metadata": {},
"source": [
"There are 71 contours. \n",
"For each contour one array stores (x?) coordinates and one array stores (y?) coordinates. (could be the other way round)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "5040a637",
"metadata": {},
"outputs": [],
"source": [
"# get a napari viewer to visualize"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "e9f1cee9",
"metadata": {},
"outputs": [],
"source": [
"v=napari.Viewer()"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "e2c73b79",
"metadata": {},
"outputs": [],
"source": [
"shape_layer = v.add_shapes()"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "5b446405",
"metadata": {},
"outputs": [],
"source": [
"polygons = [np.vstack((c[0], c[1])).T for c in f[\"data/contours/Channel_1\"]] "
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "d68b0d46",
"metadata": {},
"outputs": [],
"source": [
"shape_layer.add_polygons(polygons)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "b54ab58d",
"metadata": {},
"outputs": [
{
"data": {
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\"></img>"
],
"text/plain": [
"<napari.utils.notebook_display.NotebookScreenshot at 0x7f26f47c06a0>"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"nbscreenshot(v)"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "5535da57",
"metadata": {},
"outputs": [],
"source": [
"# could now add an image\n",
"# v.add_image(\"corresponding_image.tif\")"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "37d28642",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<Labels layer 'Labels' at 0x7f26cfd5b4c0>"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"v.add_labels(shape_layer.to_labels())"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "8a277258",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
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\"></img>"
],
"text/plain": [
"<napari.utils.notebook_display.NotebookScreenshot at 0x7f26cff5cc40>"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"nbscreenshot(v)"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "26aba158",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.12"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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