Spherical Functions on Riemannian Symmetric Spaces
Sigurdur Helgason
TL;DR
This paper presents new integral formulas and analyzes the behavior at infinity of spherical functions on Riemannian symmetric spaces, along with related $C_\sigma$ functions, contributing to the mathematical understanding of these functions.
Contribution
It introduces novel integral formulas and provides new insights into the asymptotic behavior of spherical functions on symmetric spaces.
Findings
New integral formulas for spherical functions
Results on the behavior at infinity of these functions
Facts about related $C_\sigma$ functions
Abstract
This paper deals with some simple results about spherical functions of type , namely new integral formulas, new results about behavior at infinity and some facts about the related functions.
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