Laguerrian eigenvalue problems and Wright functions
By using a differential isomorphism acting onto the space of analytic functions in a neighborhood of the origin, we find analytic solutions, in terms of the so-called Wright functions, for eigenvalue problems of integro-differential operators which are related to the classical simple harmonic oscillator. Further extensions are also mentioned. (C) 2004 Elsevier Ltd. All rights reserved.
wright functions harmonic oscillator laguerrian derivatives