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Wadim Zudilin, Armin Straub — Preprint (in memory of Jon Borwein) — 2018

## Abstract

We review recent development of short uniform random walks, with a focus on its connection to (zeta) Mahler measures and modular parametrisation of the density functions. Furthermore, we extend available probabilistic'' techniques to cover a variation of random walks and reduce some three-variable Mahler measures, which are conjectured to evaluate in terms of $$L$$-values of modular forms, to hypergeometric form.

@article{zmahler-jon-2018,
}