In Problem 5 suppose > 0 and 0 and x > 0.

In Problem 5 suppose η > 0 and α<ν. Show that Wright’s formula leads to the equilibrium distribution f(x) = k [(α + ν)x + η] 4ην

(α+ν)2 −1 e

2(α−ν)x

α+ν

for some normalizing constant k > 0 and x > 0.