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d3-scale-cluster

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d3-scale-cluster

D3 scale that clusters data into discrete groups

  • 1.1.7
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d3-scale-cluster

A custom D3 scale powered by a 1-dimensional clustering algoirthm. Similar to quantile scales, the cluster scale maps a continuous input domain to a discrete range. The number of values in the output range determines the number of clusters that will be computed from the domain. The graphic below demonstrates how cluster compares to D3's quantile and quantize scales:

d3 scale cluster example

You can also check out the "Choropleth with d3-scale-cluster" block for an interactive comparison of cluster, quantile, and quantize scales.

Clusters are computed using a 1-dimensional clustering algorithm with an O(kn log(n)) runtime (where k is the number of clusters desired). This should be fast enough for the majority of data sets, but it's worth doing your own performance testing.

For more details on this project and the underlying clustering algorithm, please read this blog post on Medium: "Using clustering to create a new D3.js color scale"

###Getting Started

#####Using npm

Install the npm package

npm install --save d3-scale-cluster

Load the scale into your project

// Using ES6 imports 
import scaleCluster from 'd3-scale-cluster';

// Or, using require
var scaleCluster = require('d3-scale-cluster');

#####Using a <script> tag

Include the following script tag on your page after D3

<script src="https://unpkg.com/d3-scale-cluster@1.1.7/dist/d3-scale-cluster.min.js"></script>

Reference the scale directly from the d3 object

var scale = d3.scaleCluster();

###Example Usage

This scale largely has the same API as d3.scaleQuantile (however we use clusters() instead of quantiles())

var scale = d3.scaleCluster()
    .domain([1, 2, 4, 5, 12, 43, 52, 123, 234, 1244])
    .range(['#E5D6EA', '#C798D3', '#9E58AF', '#7F3391', '#581F66', '#30003A']);

var clusters = scale.clusters(); // [12, 43, 123, 234, 1244]
var color = scale(52); // '#9E58AF'
var extent = scale.invertExtent('#9E58AF'); // [43, 123]

###API

d3.scaleCluster()

Constructs a new cluster scale with an empty domain and an empty range. The cluster scale is invalid until both a domain and range are specified.

cluster(value)

Given a value in the input domain, returns the corresponding value in the output range.

cluster.invertExtent(value)

Returns the extent of values in the domain [x0, x1] for the corresponding value in the range: the inverse of cluster. This method is useful for interaction, say to determine the value in the domain that corresponds to the pixel location under the mouse.

cluster.domain([domain])

If domain is specified, sets the domain of the quantile scale to the specified set of discrete numeric values. The array must not be empty, and must contain at least one numeric value; NaN, null and undefined values are ignored and not considered part of the sample population. If the elements in the given array are not numbers, they will be coerced to numbers. A copy of the input array is sorted and stored internally. If domain is not specified, returns the scale’s current domain.

cluster.range([range])

If range is specified, sets the discrete values in the range. The array must not be empty, and may contain any type of value. The number of values in (the cardinality, or length, of) the range array determines the number of clusters that are computed. If range is not specified, returns the current range.

cluster.clusters()

Returns the cluster thresholds. If the range contains n discrete values, the returned array will contain n - 1 thresholds. Values less than the first threshold are considered in the first cluster; values greater than or equal to the first threshold but less than the second threshold are in the second cluster, and so on.

cluster.copy()

Returns an exact copy of this scale. Changes to this scale will not affect the returned scale, and vice versa.

###Contributing

npm install
npm run test  # run tests
npm run build # build distributable file

###Thanks

Thanks to Haizhou Wang and Mingzhou Song for developing the original Ckmeans 1D clustering algorithm, and Tom MacWright for his previous work in bringing these techniques to the web.

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Package last updated on 07 Nov 2016

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