Rigorous asymptotics for the Lamé, Mathieu and spheroidal wave equations with a large parameter
We are interested in rigorous asymptotic results pertaining to three different differential equations which lie in the Heun class (see [1] §31). The Heun class contains those ordinary linear second-order differential equations with four regular singularities. We first investigate the Lamé equation d...
Main Author: | Ogilvie, Karen Anna |
---|---|
Other Authors: | Olde-Daalhuis, Adri ; Vanneste, Jacques |
Published: |
University of Edinburgh
2016
|
Subjects: | |
Online Access: | https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.726550 |
Similar Items
-
Exponential asymptotics in wave propagation problems
by: Foley, Christopher Neal
Published: (2013) -
On the Mathieu group M₂₄ and related topics
by: Curtis, Robert Turner
Published: (1972) -
Asymptotic analysis of array-guided waves
by: Maling, Ben
Published: (2016) -
Studies in the associated Mathieu equation and the spheroidal wave equation
by: Imam, Mumtazul
Published: (1967) -
Asymptotic solutions of a class of non-linear elliptic equations
by: Mitchell, P. J.
Published: (1974)