Analysis of Multiple Social Networks with Algebra
multiplex - Analysis of Multiple Social Networks with Algebra is a
package for the study of social systems made of different types of
relationships. It is possible to create and manipulate multivariate network
data with different formats, and there are effective ways available to
treat multiple networks with routines that combine algebraic systems like
the partially ordered semigroup or the semiring structure together with the
relational bundles occurring in different types of multivariate network
data sets.
'as.semigroup.R' 'as.strings.R' 'bundle.census.R' 'bundles.R'
'cngr.R' 'convert.R' 'cph.R' 'decomp.R' 'dhc.R' 'diagram.R'
'dichot.R' 'edgeT.R' 'expos.R' 'hierar.R' 'iinc.R' 'is.mc.R'
'isom.R' 'jnt.R' 'ltlw.R' 'men.R' 'ngbs.R' 'orden.R' 'pacnet.R'
'partial.order.R' 'perm.R' 'pi.rels.R' 'prev.R' 'rbox.R'
'read.gml.R' 'read.srt.R' 'reduc.R' 'reducs.R' 'rel.sys.R'
'relabel.R' 'rm.isol.R' 'semigroup.R' 'semiring.R' 'signed.R'
'slc.R' 'sprt.R' 'strings.R' 'summaryBundles.R' 'swp.R'
'symclos.R' 'tclos.R' 'transf.R' 'transl.R' 'wordT.R'
'write.dat.R' 'write.dl.R' 'write.gml.R' 'write.srt.R'
'zbind.R' 'zbnd.R'

Algebraic procedures for the analysis of multiple social networks
are delivered with this package. Among other things, it is possible to
create and manipulate multivariate network data with different formats,
and there are effective ways available to treat multiple networks with
routines that combine algebraic systems like the partially ordered
semigroup or the semiring structure together with the relational bundles
occurring in different types of multivariate network data sets. As well an
algebraic approach for two-mode networks is made through Galois
derivations between families of the pair of subsets.

Algebraic procedures for the analysis of multiple social networks are delivered with
this package. Among other things, it is possible to create and manipulate multivariate network
data with different formats, and there are effective ways available to treat multiple networks
with routines that combine algebraic systems like the partially ordered semigroup or the
semiring structure together with the relational bundles occurring in different types of
multivariate network data sets. As well an algebraic approach for two-mode networks is made
through Galois derivations between families of the pair of subsets.