Tables of Inverse Gaussian Percentage Points
M. T. Wasan, Le Roy · Technometrics · 1969
where the parameters ,u > 0 and X > 0 are given by u, = E(X) and X = A.3[Var (X)]-'. Some applications of this distribution and techniques of parametric estimation have been presented by Roy and Wasan [3], and recently Wasan [6] described some of the properties of an Inverse Gaussian process with ,u = t and X = t2. In this paper we present a table of the values of the percentage points of this Inverse Gaussian distribution with parameter t for values of t ranging from 0.1 to 4000. The cases of t > 4000 and t < 0.1 are also considered. We will firstly state some interesting properties which we shall find useful in our discussion of the tables.