Description
Biclustering via Latent Block Model Adapted to Overdispersed Count Data.
Description
Implementation of a probabilistic method for biclustering adapted to overdispersed count data. It is a Gamma-Poisson Latent Block Model. It also implements two selection criteria in order to select the number of biclusters.
README.md
cobiclust
The goal of cobiclust is to perform a biclustering of over-dispersed count data such as those produced by amplicon-based sequencing for example.
Installation
You can install the released version of cobiclust from CRAN with:
install.packages("cobiclust")
And the development version from GitHub with:
# install.packages("devtools")
devtools::install_github("julieaubert/cobiclust")
Example
This is a basic example which shows you how to perform a biclustering on simulated data:
library(cobiclust)
## basic example code
# npc <- c(50, 40) # nodes per class
# KG <- c(2, 3) # classes
# nm <- npc * KG # nodes
# Z <- diag( KG[1]) \%x\% matrix(1, npc[1], 1)
# W <- diag(KG[2]) \%x\% matrix(1, npc[2], 1)
# L <- 70 * matrix( runif( KG[1] * KG[2]), KG[1], KG[2])
# M_in_expectation <- Z \%*\% L \%*\% t(W)
# size <- 50
# M<-matrix(
# rnbinom(
# n = length(as.vector(M_in_expectation)),
# mu = as.vector(M_in_expectation), size = size)
# , nm[1], nm[2])
# rownames(M) <- paste("OTU", 1:nrow(M), sep = "_")
# colnames(M) <- paste("S", 1:ncol(M), sep = "_")
# res <- cobiclust(M, K = 2, G = 3, nu_j = rep(1,120), a = 1/size, cvg_lim = 1e-5)