diff --git a/docs/source/api/recipes/recipes.ipynb b/docs/source/api/recipes/recipes.ipynb index abe3196af..c6cdebb71 100644 --- a/docs/source/api/recipes/recipes.ipynb +++ b/docs/source/api/recipes/recipes.ipynb @@ -671,7 +671,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "**Option 3:** just create a cmap that has the colours you want. This works in this case because the edges are already plotted with colors corresponding to their size." + "**Option 3:** just create a cmap that has the colours you want. This works in this case because the edges are already plotted with colors corresponding to their size. This option also allows to show an associated colorbar." ] }, { @@ -681,9 +681,9 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -694,8 +694,19 @@ "from matplotlib.colors import ListedColormap\n", "cmap = ListedColormap(colors[1:])\n", "\n", - "xgi.draw(H, pos=pos, dyad_color=link_color, edge_fc_cmap=cmap);" + "_, (node_collection, dyad_collection, edge_collection) = xgi.draw(H, pos=pos, dyad_color=link_color, edge_fc_cmap=cmap)\n", + "\n", + "plt.colorbar(edge_collection, label=\"edges\")\n", + "\n", + "plt.tight_layout()" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { diff --git a/docs/source/api/tutorials/In Depth 2 - Drawing hyperedges.ipynb b/docs/source/api/tutorials/In Depth 2 - Drawing hyperedges.ipynb index a8029a860..1f1ffa59e 100644 --- a/docs/source/api/tutorials/In Depth 2 - Drawing hyperedges.ipynb +++ b/docs/source/api/tutorials/In Depth 2 - Drawing hyperedges.ipynb @@ -1,11 +1,12 @@ { "cells": [ { + "attachments": {}, "cell_type": "markdown", "id": "e1c5005b", "metadata": {}, "source": [ - "# In Depth 2 - Drawing hyperedges" + "# In depth 2 - Drawing hyperedges" ] }, { @@ -79,11 +80,12 @@ ] }, { + "attachments": {}, "cell_type": "markdown", "id": "c8baf790", "metadata": {}, "source": [ - "Let's jump right into how `xgi.draw_nodes()` works. By default, it gives:" + "Let's jump right into how `xgi.draw_hyperedges()` works. By default, it gives:" ] }, { @@ -96,8 +98,8 @@ "data": { "text/plain": [ "(,\n", - " (,\n", - " ))" + " (,\n", + " ))" ] }, "execution_count": 4, @@ -145,8 +147,8 @@ "data": { "text/plain": [ "(,\n", - " (,\n", - " ))" + " (,\n", + " ))" ] }, "execution_count": 5, @@ -188,8 +190,8 @@ "data": { "text/plain": [ "(,\n", - " (,\n", - " ))" + " (,\n", + " ))" ] }, "execution_count": 6, @@ -242,7 +244,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 7, @@ -273,11 +275,12 @@ ] }, { + "attachments": {}, "cell_type": "markdown", "id": "56966a12", "metadata": {}, "source": [ - "By default, the colormaps used are \"Blues\" and \"Greys\". These can be changed:" + "By default, the colormaps used are \"crest_r\" and \"Greys\". These can be changed:" ] }, { @@ -289,7 +292,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -338,7 +341,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -379,7 +382,7 @@ "id": "c2b1f9ec", "metadata": {}, "source": [ - "This done can be either via `xgi.draw()`:" + "This can be done either via `xgi.draw()`:" ] }, {