12 citations · 61 across the 34 of their papers we have counts for
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Integrability of normal distributions Part 2: Neat foliations by manifolds with boundary
David Perrella, David Pfefferlé, Luchezar Stoyanov
This paper completes the foundations of neatly integrable normal distribution theory on manifolds with boundary. Normal distributions are those which contain vectors transverse to…
A Stefan-Sussmann theorem for normal distributions on manifolds with boundary
David Perrella, David Pfefferlé, Luchezar Stoyanov
An analogue of the Stefan-Sussmann Theorem on manifolds with boundary is proven for normal distributions. These distributions contain vectors transverse to the boundary along its e…
Metric vs topological receptive entropy of semigroup actions
Andrzej Biś, Dikran Dikranjan, Anna Giordano Bruno +1
We study the receptive metric entropy for semigroup actions on probability spaces, inspired by a similar notion of topological entropy introduced by Hofmann and Stoyanov. We analyz…