polar {rTensor2}

Polar/Jordan Form of a Matrix

Description

Creates the polar/Jordan form of the P and D matrices after performing eigenvalue decomposition where the eigenvalue values are complex.

Usage

polar(P,D)

Arguments

P

: the eigenvectors from an eigenvalue decomposition.

D

: the eigenvalues from an eigenvalue decomposition.

Value

P the polar form (real-valued) matrix of eigenvectors.

D the polar form (real-valued) matrix of eigenvalues.

Author(s)

Kyle Caudle

Randy Hoover

Jackson Cates

Examples

z <- complex(real = rnorm(16), imag = rnorm(16))
M <- matrix(z,nrow=4)
decomp <- eigen(M)
polar(decomp$vectors,decomp$values)