An urn model associated with the Jacobi polynomials
F. Alberto Gr\"unbaum

TL;DR
This paper introduces an urn model that results in a random walk explicitly solvable using Jacobi polynomials, linking combinatorial models with special functions.
Contribution
The paper presents a novel urn model connected to Jacobi polynomials, providing explicit solutions for the associated random walk.
Findings
Explicit solution for the random walk using Jacobi polynomials
New connection between urn models and special functions
Potential applications in probabilistic modeling
Abstract
We consider an urn model leading to a random walk that can be solved explicitly in terms of the well known Jacobi polynomials.
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Taxonomy
TopicsRandom Matrices and Applications · Geometry and complex manifolds · Quantum chaos and dynamical systems
