Learn R Programming

⚠️There's a newer version (2.0.2) of this package.Take me there.

vegclust (version 1.7.1)

Fuzzy Clustering of Vegetation Data

Description

A set of functions to perform fuzzy clustering of vegetation data [De Cceres et al. (2010) ] and to assess ecological community ressemblance on the basis of structure and composition [De Cceres et al. (2013): ].

Copy Link

Version

Install

install.packages('vegclust')

Monthly Downloads

1,020

Version

1.7.1

License

GPL (>= 2)

Maintainer

Miquel Caceres

Last Published

September 17th, 2017

Functions in vegclust (1.7.1)

vegclust-package

Functions for fuzzy and hard clustering of vegetation data
stratifyvegdata

Reshapes community data from individual into stratified form
relate.levels

Relates two clustering level results.
trajectories

Community trajectory analysis
vegclust2kmeans

Reshapes as kmeans object
vegclustIndex

Compute fuzzy evaluation statistics
vegdiststruct

Structural and compositional dissimilarity
wetland

Wetland vegetation data set
treedata

Synthetic vegetation data set with tree data
vegclust

Vegetation clustering methods
vegclass

Classifies vegetation communities
crossmemb

Cross-table of two fuzzy classifications
as.vegclust

Turns into vegclust objects
clustcentroid

Cluster centers of a classification
conformveg

Conform two community data tables
as.memb

Turns into membership matrix
clustconst

Constancy table of a classification
CAS

Cumulative abundance surface (CAS)
CAP

Cumulative abundance profile (CAP)
plot.mvegclust

Plots clustering results
clustvar

Cluster variance
concordance

Concordance between two classifications
defuzzify

Defuzzifies a fuzzy partition
hcr

Heterogeneity-constrained random resampling (HCR)
medreg

Regeneration of Mediterranean vegetation data set
plot.CAP

Draws cummulative abundance profiles
plot.CAS

Draws a cummulative abundance surface
interclustdist

Calculates the distance between pairs of cluster centroids
hier.vegclust

Clustering with several number of clusters
incr.vegclust

Noise clustering with increasing number of clusters