Some analytical results associated with extensions of the canonical Feller-Spitzer distribution

TL;DR

This paper presents new analytical results crucial for understanding the properties of extended Feller-Spitzer distributions, which are generalized forms of a classical distribution in probability theory.

Contribution

It introduces analytical results necessary for analyzing properties of two classes of generalized Feller-Spitzer distributions.

Findings

Derived properties of the generalized distributions

Established analytical tools for further analysis

Prepared groundwork for future research in distribution extensions

Abstract

In this work, we establish new analytical results which are required for the derivation of subtle properties of the members of two classes of the generalized Feller--Spitzer distributions introduced in our forthcoming paper.