Absorption times for discrete Whittaker processes and non-intersecting Brownian bridges

TL;DR

This paper explores a conjectural link between absorption times in discrete Whittaker processes and the maximum heights of non-intersecting Brownian bridges, suggesting a deep connection between these stochastic models.

Contribution

It introduces a conjectural relationship connecting two complex stochastic processes, offering new insights into their potential interplay.

Findings

Evidence supporting the conjectural relationship

Potential implications for understanding stochastic process behaviors

New perspective on absorption times and maximal heights

Abstract

We present evidence for a conjectural relationship between absorption times for discrete Whittaker processes and maximal heights of non-intersecting Brownian bridges.