Nothing
##
## Hypergeometric Function
##
sp.hypergeom <- function(a, b, c, z) {
stopifnot(is.numeric(a), is.numeric(b), is.numeric(c))
if (abs(z) > 1)
stop("Argument 'z' must fulfill abs(z) <= 1.")
if (length(z) != 1)
stop("Argument 'z' must be a single real or complex number.")
if (is.numeric(z)) {
if (floor(z) == ceiling(z) && z < 0) return(NaN)
hf <- 0
V <- .Fortran("hygfx", as.numeric(a), as.numeric(b), as.numeric(c),
as.numeric(z), hf = as.numeric(hf),
PACKAGE = 'specfun')
return(V$hf)
} else if (is.complex(z)) {
zhf <- 0 + 0i
V <- .Fortran("hygfz", as.numeric(a), as.numeric(b), as.numeric(c),
as.complex(z), zhf = as.complex(zhf),
PACKAGE = 'specfun')
return(V$zhf)
} else {
stop("Argument 'z' must be a single real or complex number.")
}
}
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