symmoments v1.2

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Symbolic central and noncentral moments of the multivariate normal distribution

Symbolic central and non-central moments of the multivariate normal distribution. Computes a standard representation, LateX code, and values at specified mean and covariance matrices.

Functions in symmoments

Name Description
make.all.moments Create all moments up to specified size in environment symmoments
callmultmoments Compute multivariate moment symbolically
convert.mpoly Convert between mpoly and list representations of multivariate polynomials
toLatex.moment LaTeX a multivariate moment
evaluate_expected.polynomial Evaluate the expected value of a multivariate polynomial
simulate.moment Method to compute a multivariate moment using Monte Carlo integration
convert.multipol Convert between multipol and list representations of multivariate polynomials
tounsorted Compute an unsorted central moment object from a sorted object
multmoments Recursive function to compute a multivariate moment
toLatex_noncentral Compute a Latex expression for a noncentral moment
evaluate Evaluate a multivariate moment
integrate.polynomial Numerically integrate a multivariate polynomial
toMoment Converts a tree from Newick or matching to moment format
symmomentsv2-package Symbolically compute and numerically evaluate multivariate central moments
toNewick convert representation of phylogenetic tree as a moment L-matrix to Newick form
toMatching Convert representation of a phylogenetic tree as a moment L-matrix to matching form
evaluate_noncentral Evaluate a noncentral multivariate moment
evaluate_expected.polynomial Evaluate the expected value of a multivariate polynomial
multmoments Recursive function to compute a multivariate moment
evaluate_noncentral Evaluate a noncentral multivariate moment
evaluate Evaluate a multivariate moment
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Vignettes of symmoments

Name
jss.dtx
jsslogo.jpg
moments.bib
symmoments.rnw
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Details

Type Package
Date 2014-05-21
License GPL
LazyLoad yes
Packaged 2014-08-04 11:12:55 UTC; Kem
NeedsCompilation no
Repository CRAN
Date/Publication 2014-08-04 15:29:55

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