bikm1-package {bikm1} | R Documentation |
bikm1 package
Description
This package is designed to co-cluster a contingency (resp. binary) matrix, or double binary matrices in blocks respectively under the (normalized or not) Poisson (resp binary) Latent Block Model and the Multiple Latent Block Model. It enables to automatically select the number of row and column clusters and to compare partition estimations with reference partitions.
Features
Package for the segmentation of the rows and columns inducing a co-clustering and automatically select the number of row and column clusters.
Model 1
BIKM1_LBM_Poisson
. This fitting procedure produces a BIKM1_LBM_Poisson
object.
Model 2
BIKM1_LBM_Binary
. This fitting procedure produces a BIKM1_LBM_Binary
object.
Model 3
BIKM1_MLBM_Binary
. This fitting procedure produces a BIKM1_MLBM_Binary
object.
Technical remarks
Display of the result with plot,BIKM1_LBM_Poisson-method
and
with show,BIKM1_LBM_Poisson-method
, with summary,BIKM1_LBM_Poisson-method
and with print,BIKM1_LBM_Poisson-method
.
Display of the result with plot,BIKM1_LBM_Binary-method
and
with show,BIKM1_LBM_Binary-method
, with summary,BIKM1_LBM_Binary-method
and with print,BIKM1_LBM_Binary-method
.
Display of the result with plot,BIKM1_MLBM_Binary-method
and
with show,BIKM1_MLBM_Binary-method
, with summary,BIKM1_MLBM_Binary-method
and with print,BIKM1_MLBM_Binary-method
.
Author(s)
Valerie Robert valerie.robert.math@gmail.com
References
Keribin, Celeux and Robert, The Latent Block Model: a useful model for high dimensional data. https://hal.inria.fr/hal-01658589/document
Govaert and Nadif. Co-clustering, Wyley (2013).
Keribin, Brault and Celeux. Estimation and Selection for the Latent Block Model on Categorical Data, Statistics and Computing (2014).
Robert. Classification croisee pour l'analyse de bases de donnees de grandes dimensions de pharmacovigilance. Thesis, Paris Saclay (2017).
Robert, Vasseur and Brault. Comparing high dimensional partitions with the Co-clustering Adjusted Rand Index, Journal of Classification, 38(1), 158-186 (2021).