Brownian motion on reflection quantum groups. Construction and cutoff
Jean Delhaye
TL;DR
This paper constructs a Brownian motion analog on free reflection quantum groups and analyzes its cutoff profile, contributing to the understanding of stochastic processes in quantum algebraic structures.
Contribution
It introduces a new construction of Brownian motion on free reflection quantum groups and computes its cutoff profile, a novel analysis in quantum probability.
Findings
Constructed a Brownian motion analog on free reflection quantum groups.
Computed the cutoff profile for this quantum stochastic process.
Abstract
T. In this study, we construct an analog of the Brownian motion on free reflection quantum groups and compute its cutoff profile.
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