Asymptotic Properties with Respect to the Parameter
Frank Olver · 1997
Let A,(a) be the value of AI(5) at a, or, when a is at infinity, the limiting value of A,(t) as 5 -, a along 9 , the existence of this limit being a corollary of the second of (5.01). Similarly, let BI(a) be the value, or limiting value, of the coefficient defined by (2.06). Define K(u) and L(u) to be functions with the expansionst when a is at infinity.