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int2ftM <- function(i) {
if(!is.numeric(i)||any(i<=0)||!is.vector(i))
stop("'i' must be a positive-valued numeric vector")
## Solve the quadratic equation
## a*n1^2 + b*n1 + c = 0
## with b<0 and a*c<0. It has a positive solution
## n1 = (-b+sqrt(b*b-4*a*c))/(2*a)
## Here: a=1/2, b=-1/2, c=-i+1
n1 <- floor(0.5+sqrt(0.25+2*(i-1)))
n2 <- i - n1*(n1-1)/2
## +1 since we start counting at 1
return(cbind(n1=n1+1, n2))
}
ftM2int <-function(ft) {
if(!is.numeric(ft)||any(ft<=0))
stop("'ft' must contain positive numbers.")
if(!is.matrix(ft) || !any(dim(ft)==2))
stop("'ft' must be a 2xn or nx2 matrix")
if(ncol(ft)!=2)
ft <- t(ft)
return(ft[,2] + (ft[,1]-1)*(ft[,1]-2)/2)
}
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