Go implementations of several clustering algoritms (k-means++, DBSCAN, OPTICS), as well as utilities for importing data and estimating optimal number of clusters.
This library was built out of necessity for a collection of performant cluster analysis utilities for Golang. Go, thanks to its numerous advantages (single binary distrubution, relative performance, growing community) seems to become an attractive alternative to languages commonly used in statistical computations and machine learning, yet it still lacks crucial tools and libraries. I use the floats package from the robust Gonum library to perform optimized vector calculations in tight loops.
If you have Go 1.7+
go get github.com/mpraski/clustersThe currently supported hard clustering algorithms are represented by the HardClusterer interface, which defines several common operations. To show an example we create, train and use a KMeans++ clusterer:
var data [][]float64
var observation []float64
// Create a new KMeans++ clusterer with 1000 iterations,
// 8 clusters and a distance measurement function of type func([]float64, []float64) float64).
// Pass nil to use clusters.EuclideanDistance
c, e := clusters.KMeans(1000, 8, clusters.EuclideanDistance)
if e != nil {
panic(e)
}
// Use the data to train the clusterer
if e = c.Learn(data); e != nil {
panic(e)
}
fmt.Printf("Clustered data set into %d\n", c.Sizes())
fmt.Printf("Assigned observation %v to cluster %d\n", observation, c.Predict(observation))
for index, number := range c.Guesses() {
fmt.Printf("Assigned data point %v to cluster %d\n", data[index], number)
}Algorithms currenly supported are KMeans++, DBSCAN and OPTICS.
Algorithms which support online learning can be trained this way using Online() function, which relies on channel communication to coordinate the process:
c, e := clusters.KmeansClusterer(1000, 8, clusters.EuclideanDistance)
if e != nil {
panic(e)
}
c = c.WithOnline(clusters.Online{
Alpha: 0.5,
Dimension: 4,
})
var (
send = make(chan []float64)
finish = make(chan struct{})
)
events := c.Online(send, finish)
go func() {
for {
select {
case e := <-events:
fmt.Printf("Classified observation %v into cluster: %d\n", e.Observation, e.Cluster)
}
}
}()
for i := 0; i < 10000; i++ {
point := make([]float64, 4)
for j := 0; j < 4; j++ {
point[j] = 10 * (rand.Float64() - 0.5)
}
send <- point
}
finish <- struct{}{}
fmt.Printf("Clustered data set into %d\n", c.Sizes())The Estimator interface defines an operation of guessing an optimal number of clusters in a dataset. As of now the KMeansEstimator is implemented using gap statistic and k-means++ as the clustering algorithm (see https://web.stanford.edu/~hastie/Papers/gap.pdf):
var data [][]float64
// Create a new KMeans++ estimator with 1000 iterations,
// a maximum of 8 clusters and default (EuclideanDistance) distance measurement
c, e := clusters.KMeansEstimator(1000, 8, clusters.EuclideanDistance)
if e != nil {
panic(e)
}
r, e := c.Estimate(data)
if e != nil {
panic(e)
}
fmt.Printf("Estimated number of clusters: %d\n", r)The library also provides an Importer to load data from file (as of now the CSV importer is implemented):
// Import first three columns from data.csv
d, e := i.Import("data.csv", 0, 2)
if e != nil {
panic(e)
}The list of project goals include:
- Implement commonly used hard clustering algorithms
- Implement commonly used soft clustering algorithms
- Devise reliable tests of performance and quality of each algorithm
Soon to come.
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