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# ############################################################################
# This file is a part of gEcon. #
# #
# (c) Chancellery of the Prime Minister of the Republic of Poland 2012-2015 #
# (c) Grzegorz Klima, Karol Podemski, Kaja Retkiewicz-Wijtiwiak 2015-2018 #
# License terms can be found in the file 'LICENCE' #
# #
# Authors: Karol Podemski, Kaja Retkiewicz-Wijtiwiak #
# ############################################################################
# ############################################################################
# QZ decomposition of complex matrices A, B using the Lapack routine zgges
# ############################################################################
# INPUTS:
# A, B - complex matrices (size, size)
# OUTPUTS
# a, b, q, z - complex matrices of dimensions (size, size)
# such that:
# A = q %*% a %*% t(ZZ)
# B = q %*% b %*% t(ZZ)
# holds for real QQ, ZZ
#
# For complex matrices q and z t,
# t(z) should be interpreted as
# hermitian transpose:
# A = q %*% a %*% Conj(t(z))
# B = q %*% b %*% Conj(t(z))
# ############################################################################
qz <- function(A, B)
{
size <- dim(A)[1]
ALPHA <- vector("complex", size)
BETA <- vector("complex", size)
VSL <- rep( 0 + 0i, size^2)
VSR <- rep( 0 + 0i, size^2)
info <- 0
# Calling ZGGES using zgges_interface wrapper
out <- .C("zgges_interface",
as.integer(size),
as.integer(info),
as.complex(A),
as.complex(B),
as.complex(ALPHA),
as.complex(BETA),
as.complex(VSL),
as.complex(VSR),
PACKAGE = "gEcon")
# Extracting relevant outputs
output <- list(a = matrix(out[[3]], size, size),
b = matrix(out[[4]], size, size),
q = matrix(out[[7]], size, size),
z = matrix(out[[8]], size, size),
gev = matrix(c(out[[5]] ,out[[6]]),
nrow = size, ncol = 2),
rc = out[[2]])
return(output)
}
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