A convenient method of evaluating the

function over the parameter space quarter plane is presented. The

function is first expressed as an infinite series. The

term truncated series

is used to approximate

for

where the choice of

depends on the accuracy desired and

is determined by considerations such as computer bit capacity, computational time, and accuracy. For

, alternate expressions are used. When

, we approximate

by 0, and when

, we approximate

by 1. The accuracy is dependent on the choice of the constant

. In the reniainder of the quarter plane,

and

, and an efficient expression is used, but it is of limited accuracy (from 10
-5to 10
-9) near the line

.