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# This code is based on the Matlab implementations of PLP and Rasta
# feature calculations by Daniel P. W. Ellis of Columbia University /
# International Computer Science Institute. For more details, see:
# http://www.ee.columbia.edu/~dpwe/resources/matlab/rastamat/
spec2cep <- function(spec, ncep=12, type=c("t2", "t1", "t3", "t4")){
if(!(is.numeric(spec) && is.matrix(spec)))
stop("'spec' has to be a numeric matrix")
if(!(ncep==as.integer(ncep) && ncep > 0))
stop("'ncep' has to be a positive integer")
# DCT Matrix
dctm23 <- function(spec, ncep){
srow <- nrow(spec)
# Orthogonal type
return(cos( (seq(ncep)-1) * matrix(rep(seq(1, (2*srow-1), 2), each=ncep),
nrow=ncep)/(2 * srow) * pi) * sqrt(2/srow))
}
dctm2 <- function(spec, ncep){
dctm <- dctm23(spec, ncep)
# Make it unitary
dctm[1,] <- dctm[1,]/sqrt(2)
return(dctm)
}
dctm4 <- function(spec, ncep){
srow <- nrow(spec)
# Type 1 with implicit repeating of first, last bins
dctm <- cos( (seq(ncep)-1) * matrix(rep(seq(srow), each=ncep),
nrow=ncep)/(srow+1) * pi) * 2
dctm[,1] <- dctm[,1] + 1
dctm[,srow] <- dctm[,srow] + ((-1)^(seq(ncep)-1))
dctm <- dctm / (2*(srow+1))
return(dctm)
}
dctm1 <- function(spec, ncep){
srow <- nrow(spec)
dctm <- cos( (seq(ncep)-1) * matrix(rep(0:(srow-1), each=ncep),
nrow=ncep)/(srow-1) * pi) * 2/(2*(srow-1))
dctm[,c(1, srow)] <- dctm[,c(1, srow)]/2
return(dctm)
}
type <- match.arg(type)
dctm <- switch(type,
t1 = dctm1(spec=spec, ncep=ncep),
t2 = dctm2(spec=spec, ncep=ncep),
t3 = dctm23(spec=spec, ncep=ncep),
t4 = dctm4(spec=spec, ncep=ncep))
cep <- dctm %*% log(spec)
return(list(cep=cep, dctm=dctm))
}
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