From 3304061694418d9f9957c41106794e43ce240696 Mon Sep 17 00:00:00 2001 From: Thomas Reimonn Date: Fri, 3 Jan 2025 10:23:23 -0500 Subject: [PATCH 1/3] fix: mpl_ext::make_image default unsampled=False to fix PDF scaling bug --- datashader/mpl_ext.py | 9 +-------- 1 file changed, 1 insertion(+), 8 deletions(-) diff --git a/datashader/mpl_ext.py b/datashader/mpl_ext.py index 2997f6354..2995802e4 100644 --- a/datashader/mpl_ext.py +++ b/datashader/mpl_ext.py @@ -252,7 +252,7 @@ def shade(self, binned): """Convert an aggregate into an RGBA array.""" raise NotImplementedError - def make_image(self, renderer, magnification=1.0, unsampled=True): + def make_image(self, renderer, magnification=1.0, unsampled=False): """ Normalize, rescale, and colormap this image's data for rendering using *renderer*, with the given *magnification*. @@ -279,13 +279,6 @@ def make_image(self, renderer, magnification=1.0, unsampled=True): trans = self.get_transform() transformed_bbox = TransformedBbox(bbox, trans) - if ( - self.plot_width is not None - or self.plot_height is not None - or self.width_scale != 1.0 - or self.height_scale != 1.0 - ): - unsampled = False # Aggregate binned = self.aggregate([x1, x2], [y1, y2]) From 6e54085132a9c43ce12b43a8f3e957838e5f58bf Mon Sep 17 00:00:00 2001 From: Thomas Reimonn Date: Fri, 3 Jan 2025 10:52:25 -0500 Subject: [PATCH 2/3] demo fix --- examples/datashader-image.pdf | Bin 0 -> 35754 bytes examples/test_save_pdf.ipynb | 202 ++++++++++++++++++++++++++++++++++ 2 files changed, 202 insertions(+) create mode 100644 examples/datashader-image.pdf create mode 100644 examples/test_save_pdf.ipynb diff --git a/examples/datashader-image.pdf b/examples/datashader-image.pdf new file mode 100644 index 0000000000000000000000000000000000000000..7f34c106dab196e1acc4d2fc23e9db686c6068dc GIT binary patch literal 35754 zcmc$_1yEhfwkR5cy9bAbyDi+^U4sU9cMA{*9$bPG+}&M*ySpW5aJL}&Yh~|!&c64Y 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mT^|TDW19~Y`M-YrOLj}o-tk}4mzkB}1FcO;Dk3Wi{r> pd.DataFrame:\n", + " \"\"\"\n", + " Create a pandas DataFrame with three Gaussian-distributed clusters.\n", + "\n", + " Parameters\n", + " ----------\n", + " seed : int, optional\n", + " Random seed for reproducibility. Default is 42.\n", + " n_points : int, optional\n", + " Number of points per cluster. Default is 500.\n", + " n_clusters : int, optional\n", + " Number of clusters to create. Default is 4.\n", + "\n", + " Returns\n", + " -------\n", + " pd.DataFrame\n", + " A DataFrame with columns \"column1\", \"column2\", and \"cluster\".\n", + " Each row represents a point in one of three clusters.\n", + " \"\"\"\n", + " # Set random seed for reproducibility\n", + " np.random.seed(seed)\n", + "\n", + " clusters = []\n", + " for i in range(n_clusters):\n", + " cluster = np.random.normal(loc=[i * 3, 0], scale=[1, 1], size=(n_points, 2))\n", + " _df = pd.DataFrame(cluster, columns=[\"column1\", \"column2\"])\n", + " _df[\"cluster\"] = str(i + 1)\n", + " clusters.append(_df)\n", + "\n", + " # Combine all clusters into a single DataFrame\n", + " df = pd.concat(clusters, ignore_index=True)\n", + " df[\"cluster\"] = df[\"cluster\"].astype(\"category\")\n", + "\n", + " return df" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "82cc1a3f-b7d7-4e0a-82b0-7edfce684e5a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = create_dataset()\n", + "fig, axes = plt.subplots(nrows=1, ncols=2, figsize=(6, 3))\n", + "\n", + "# Plot 1\n", + "dsshow(\n", + " df,\n", + " ds.Point(\"column1\", \"column2\"),\n", + " aspect=\"auto\",\n", + " ax=axes[0],\n", + ")\n", + "\n", + "# Plot 2\n", + "dsshow(\n", + " df,\n", + " ds.Point(\"column1\", \"column2\"),\n", + " aspect=\"auto\",\n", + " aggregator=ds.count_cat(\"cluster\"),\n", + " ax=axes[1],\n", + ")\n", + "\n", + "plt.savefig(\"datashader-image.pdf\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "680d4203-03ac-4cea-a595-22fd47280232", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import IFrame\n", + "\n", + "# Display the saved PDF inline\n", + "IFrame(\"datashader-image.pdf\", width=1000, height=400)" + ] + } + ], + "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": "3.12.8" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From e3136f368a36c72108844f0842b47314ca491f21 Mon Sep 17 00:00:00 2001 From: Thomas Reimonn Date: Mon, 6 Jan 2025 17:53:05 -0500 Subject: [PATCH 3/3] remove bug demo notebook & image --- examples/datashader-image.pdf | Bin 35754 -> 0 bytes examples/test_save_pdf.ipynb | 202 ---------------------------------- 2 files changed, 202 deletions(-) delete mode 100644 examples/datashader-image.pdf delete mode 100644 examples/test_save_pdf.ipynb diff --git a/examples/datashader-image.pdf 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zrobf((CJvC3Vw3E1pU~&6#ORlr^oculF&t?C0ezL+e5{hrdD!oJq1KM4?)F);yVdL z6WHbFTm(gSo-*RBDYVyZq4iF}2-oP`sLVXY&_OI0GIUiSTcDhDy?FA_4=2a z=Y}dfh<1n(TsygzP}_!ODC;H zTf0CwM&FGPaLRky{QH5pgcDgQTv%RuB4P1p94_ILKLD zG~V`E>th^n$5^N&D;|=xhD9lJoarn%PptZou9Dyx-5&FUWMmyzdC2&=S}V3dHe{Hj zHGH+H`&Zs@iBl0|0OJzH317^gmhS# z^&&!4pixvt+vp|x+&Iy#MgFG}=FQsq^(_*STG`?}Q$}Q?!`u`O2S8?EwrczKNDr$@ z=6hWG=NK}<`D2shprt`D!EbQ9F1Ke9I7+6J&_Cs#-uE1*ssOaHO&p zwaTdB<3tPzlFn0N@5~d8LST2qbkB9>%ae0Wwy}!Us~|d=0+1YRZ|HGdcxp8TFwB~6 zrCV$V<=FxD>}L|0z1;w{!|J*Tz^FJ}Ur2A?cS?4O^Ef>fAy}hMmn8rp?#YUYVemPN z58hPC1J_0)ZoW1Hj_G^AhVN-Y*25*kmL z{8OZuIbx|W9=W}Tn3&argW$NiFa5pt@AluG7l`R9*L*u!6F_|2Q+gy$1pm9h-A7FC zq2;vF3{vx$HeehoYg~0tc$>{@L{J$~_+Z*Zqg?FX+;HleM z+BjO8=@U3J(=mRq)M*Gz9UW~QxajGv{^uB-jlBsaH2nuy-O$Ov=@^g?0-(p)!xV$ z`U4Qn1pR@6{&)HyX|sNChm8sT$MzRi{;xz}{cjsH3&&p=_P^N}SeXA}5&yT1^`is+ z%f|9SO#X-MgZ%st+XwmhzibQ)Z2zd2f%&gd`z!rV`xqD*KZxP~Wn*As_y}|Vw;$U- z{Mgw!KcK>Y^J8LT|BGVvH`_Y3d3+51KikL5@{jXiVf`Sc|5qLC?Ck&D_l#_eALQ)6`!TZp zvrj+z>VvxecRywp_J6ebV-9@~-2cbV(O%EY(#RhAg8)shVCHW0F((P=fi^aOT~2>p mT^|TDW19~Y`M-YrOLj}o-tk}4mzkB}1FcO;Dk3Wi{r> pd.DataFrame:\n", - " \"\"\"\n", - " Create a pandas DataFrame with three Gaussian-distributed clusters.\n", - "\n", - " Parameters\n", - " ----------\n", - " seed : int, optional\n", - " Random seed for reproducibility. Default is 42.\n", - " n_points : int, optional\n", - " Number of points per cluster. Default is 500.\n", - " n_clusters : int, optional\n", - " Number of clusters to create. Default is 4.\n", - "\n", - " Returns\n", - " -------\n", - " pd.DataFrame\n", - " A DataFrame with columns \"column1\", \"column2\", and \"cluster\".\n", - " Each row represents a point in one of three clusters.\n", - " \"\"\"\n", - " # Set random seed for reproducibility\n", - " np.random.seed(seed)\n", - "\n", - " clusters = []\n", - " for i in range(n_clusters):\n", - " cluster = np.random.normal(loc=[i * 3, 0], scale=[1, 1], size=(n_points, 2))\n", - " _df = pd.DataFrame(cluster, columns=[\"column1\", \"column2\"])\n", - " _df[\"cluster\"] = str(i + 1)\n", - " clusters.append(_df)\n", - "\n", - " # Combine all clusters into a single DataFrame\n", - " df = pd.concat(clusters, ignore_index=True)\n", - " df[\"cluster\"] = df[\"cluster\"].astype(\"category\")\n", - "\n", - " return df" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "82cc1a3f-b7d7-4e0a-82b0-7edfce684e5a", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df = create_dataset()\n", - "fig, axes = plt.subplots(nrows=1, ncols=2, figsize=(6, 3))\n", - "\n", - "# Plot 1\n", - "dsshow(\n", - " df,\n", - " ds.Point(\"column1\", \"column2\"),\n", - " aspect=\"auto\",\n", - " ax=axes[0],\n", - ")\n", - "\n", - "# Plot 2\n", - "dsshow(\n", - " df,\n", - " ds.Point(\"column1\", \"column2\"),\n", - " aspect=\"auto\",\n", - " aggregator=ds.count_cat(\"cluster\"),\n", - " ax=axes[1],\n", - ")\n", - "\n", - "plt.savefig(\"datashader-image.pdf\")\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "680d4203-03ac-4cea-a595-22fd47280232", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - " \n", - " " - ], - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from IPython.display import IFrame\n", - "\n", - "# Display the saved PDF inline\n", - "IFrame(\"datashader-image.pdf\", width=1000, height=400)" - ] - } - ], - "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": "3.12.8" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -}