pyrichlet: A Python Package for Density Estimation and Clustering Using Gaussian Mixture Models
Dublin Core
Title
pyrichlet: A Python Package for Density Estimation and Clustering Using Gaussian Mixture Models
Subject
Bayesian nonparametric models have proven to be successful tools for clustering and density estimation. While there exists a nourished ecosystem of implementations in R, for Python there are only a few. Here we develop a Python package called pyrichlet, for Bayesian nonparametric density estimation and clustering using various state-of-the-art Gaussian mixture models that generalize the well established Dirichlet process mixture, many of which are fairly new. Implementation is performed using Markov chain Monte Carlo techniques as well as variational Bayes methods. This article contains a detailed description of pyrichlet and examples for its usage with a real dataset.
Description
Bayesian nonparametric models have proven to be successful tools for clustering and density estimation. While there exists a nourished ecosystem of implementations in R, for Python there are only a few. Here we develop a Python package called pyrichlet, for Bayesian nonparametric density estimation and clustering using various state-of-the-art Gaussian mixture models that generalize the well established Dirichlet process mixture, many of which are fairly new. Implementation is performed using Markov chain Monte Carlo techniques as well as variational Bayes methods. This article contains a detailed description of pyrichlet and examples for its usage with a real dataset.
Creator
Fidel Selva, Ruth Fuentes-García, María Fernanda Gil-Leyva
Source
https://www.jstatsoft.org/article/view/v112i08
Publisher
OJS/PKP
Date
29 MARET 2025
Contributor
FAJAR BAGUS W
Format
PDF
Language
ENGLISH
Type
TEXT
Files
Collection
Citation
Fidel Selva, Ruth Fuentes-García, María Fernanda Gil-Leyva, “pyrichlet: A Python Package for Density Estimation and Clustering Using Gaussian Mixture Models,” Repository Horizon University Indonesia, accessed January 11, 2026, https://repository.horizon.ac.id/items/show/9868.