Special Functions and the Complex Euclidean Group in 3-Space. II

Abstract

This paper is the second in a series devoted to the derivation of identities for special functions which can be obtained from a study of the local irreducible representations of the Euclidean group in 3‐space. A number of identities obeyed by Jacobi polynomials and Whittaker functions are derived and their group ‐ theoretic meaning is discussed.