polar {TensorTools} | R Documentation |
Polar/Jordan form of matrices P and D
Description
Converts the complex matrices P and D into matrices of eigenvectors and eigenvalues with real entries.
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
Everett Sandbo
References
Bhatia, R. (2013). Matrix analysis (Vol. 169). Springer Science & Business Media.
Examples
z <- complex(real = rnorm(16), imag = rnorm(16))
M <- matrix(z,nrow=4)
decomp <- eigen(M)
polar(decomp$vectors,decomp$values)
[Package TensorTools version 1.0.0 Index]