The hypergeometric function as determined by power series
The hypergeometric function as determined by infinite
(hypergeo_powerseries()) or finite (hypergeo_taylor())
power series
hypergeo_powerseries(A, B, C, z, tol = 0, maxiter = 2000)
A,B,C | 
 Parameters of the hypergeometric function  | 
z | 
 Primary complex argument  | 
tol,maxiter | 
 Numerical arguments  | 
Function hypergeo_powerseries() is the primary decision-making
function of the package.  It is this function that detects degenerate
cases of the three parameters and dispatches accordingly.
Non-degenerate cases are sent to function hypergeo_general().
Function hypergeo_taylor() deals with cases where the
hypergeometric function is a polynomial.
Robin K. S. Hankin
M. Abramowitz and I. A. Stegun 1965. Handbook of mathematical functions. New York: Dover
jjR <- hypergeo(pi,-4,2.2,1+5i) jjM <- 1670.8287595795885335 - 204.81995157365381258i
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