Hierarchical Edge Bundling (Treemap)

{"url":"https://api.github.com/gists/4341134","forks_url":"https://api.github.com/gists/4341134/forks","commits_url":"https://api.github.com/gists/4341134/commits","id":"4341134","node_id":"MDQ6R2lzdDQzNDExMzQ=","git_pull_url":"https://gist.github.com/4341134.git","git_push_url":"https://gist.github.com/4341134.git","html_url":"https://gist.github.com/mbostock/4341134","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4341134/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4341134/raw/e5ffc7c1b8bf334fdfb9e7dc1b66feebc32766f5/README.md","size":472,"truncated":false,"content":"An implementation of [Danny Holten](http://www.win.tue.nl/~dholten/)'s *hierarchical edge bundling* algorithm in [D3](https://d3js.org/), showing dependencies between classes in a software class hierarchy. Dependencies are bundled according to the parent packages. This example uses two layouts: a radial d3.layout.treemap to position the tree nodes, and d3.layout.bundle to group the dependencies into spline bundles.\n\nCompare to this [radial layout](/mbostock/1044242).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4341134/raw/93689608a9a77747767a2f993303989bcf7357da/index.html","size":3188,"truncated":false,"content":"\n\nHierarchical Edge Bundling (Treemap)\n\n\n\n\n","encoding":"utf-8"},"readme-flare-imports.json":{"filename":"readme-flare-imports.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/4341134/raw/7b3997f1556f1ea862d462b3d73d70ed6bc68ea3/readme-flare-imports.json","size":34321,"truncated":false,"content":"[\n{\"name\":\"flare.analytics.cluster.AgglomerativeCluster\",\"size\":3938,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.DataList\",\"flare.util.math.IMatrix\",\"flare.analytics.cluster.MergeEdge\",\"flare.analytics.cluster.HierarchicalCluster\",\"flare.vis.data.Data\"]},\n{\"name\":\"flare.analytics.cluster.CommunityStructure\",\"size\":3812,\"imports\":[\"flare.analytics.cluster.HierarchicalCluster\",\"flare.animate.Transitioner\",\"flare.vis.data.DataList\",\"flare.analytics.cluster.MergeEdge\",\"flare.util.math.IMatrix\"]},\n{\"name\":\"flare.analytics.cluster.HierarchicalCluster\",\"size\":6714,\"imports\":[\"flare.vis.data.EdgeSprite\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.DataList\",\"flare.vis.data.Tree\",\"flare.util.Arrays\",\"flare.analytics.cluster.MergeEdge\",\"flare.util.Sort\",\"flare.vis.operator.Operator\",\"flare.util.Property\",\"flare.vis.data.Data\"]},\n{\"name\":\"flare.analytics.cluster.MergeEdge\",\"size\":743,\"imports\":[]},\n{\"name\":\"flare.analytics.graph.BetweennessCentrality\",\"size\":3534,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.DataList\",\"flare.util.Arrays\",\"flare.vis.data.Data\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.graph.LinkDistance\",\"size\":5731,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.EdgeSprite\",\"flare.analytics.graph.ShortestPaths\",\"flare.vis.data.Data\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.graph.MaxFlowMinCut\",\"size\":7840,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.EdgeSprite\",\"flare.vis.data.Data\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.graph.ShortestPaths\",\"size\":5914,\"imports\":[\"flare.vis.data.EdgeSprite\",\"flare.vis.data.NodeSprite\",\"flare.animate.Transitioner\",\"flare.vis.operator.Operator\",\"flare.util.heap.HeapNode\",\"flare.util.heap.FibonacciHeap\",\"flare.util.Property\",\"flare.vis.data.Data\"]},\n{\"name\":\"flare.analytics.graph.SpanningTree\",\"size\":3416,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.operator.IOperator\",\"flare.vis.Visualization\",\"flare.vis.data.TreeBuilder\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.optimization.AspectRatioBanker\",\"size\":7074,\"imports\":[\"flare.animate.Transitioner\",\"flare.util.Arrays\",\"flare.vis.data.DataSprite\",\"flare.scale.Scale\",\"flare.vis.axis.CartesianAxes\",\"flare.vis.Visualization\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.animate.Easing\",\"size\":17010,\"imports\":[\"flare.animate.Transition\"]},\n{\"name\":\"flare.animate.FunctionSequence\",\"size\":5842,\"imports\":[\"flare.util.Maths\",\"flare.animate.Transition\",\"flare.util.Arrays\",\"flare.animate.Sequence\",\"flare.animate.Transitioner\"]},\n{\"name\":\"flare.animate.interpolate.ArrayInterpolator\",\"size\":1983,\"imports\":[\"flare.util.Arrays\",\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.ColorInterpolator\",\"size\":2047,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.DateInterpolator\",\"size\":1375,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.Interpolator\",\"size\":8746,\"imports\":[\"flare.animate.interpolate.NumberInterpolator\",\"flare.animate.interpolate.ColorInterpolator\",\"flare.animate.interpolate.PointInterpolator\",\"flare.animate.interpolate.ObjectInterpolator\",\"flare.animate.interpolate.MatrixInterpolator\",\"flare.animate.interpolate.RectangleInterpolator\",\"flare.animate.interpolate.DateInterpolator\",\"flare.util.Property\",\"flare.animate.interpolate.ArrayInterpolator\"]},\n{\"name\":\"flare.animate.interpolate.MatrixInterpolator\",\"size\":2202,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.NumberInterpolator\",\"size\":1382,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.ObjectInterpolator\",\"size\":1629,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.PointInterpolator\",\"size\":1675,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.RectangleInterpolator\",\"size\":2042,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.ISchedulable\",\"size\":1041,\"imports\":[\"flare.an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JqcT2YvbHQXw6ld8Zqdulb6py8FYV4KAKBtYCEvxv6njRDCufjoPhe30JRQ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\nO6zH6dQP1DwFF1e6lXaDYBzPY2hZ6vRYQ1i5dpXHMcSP1rb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