Add to ORKG"Stochastic Analysis on Large Scale Interacting Systems". October 26～29, 2015. edited by Ryoki Fukushima, Tadahisa Funaki, Yukio Nagahata, Makoto Nakashima, Hirofumi Osada and Yoshiki Otobe. The papers presented in this volume of RIMS Kôkyûroku Bessatsu are in final form and refereed.In this article, we survey the author's recent results on an extension of the Brascamp-Lieb inequality; revealing its connection with a solution to the Skorokhod embedding problem, we extend the inequality
International audienceThe aim of this paper is to establish various functional inequalities for the ...
"Stochastic Analysis on Large Scale Interacting Systems". October 26～29, 2015. edited by Ryoki Fukus...
AbstractWe study the supremum of ‘the’ standard isonormal linear process L on a subset C of a real H...
In der vorliegenden Masterarbeit verwenden wir Resultate aus Stochastischer Analysis, speziell aus d...
This paper focuses on the Brascamp-Lieb inequality and its applications in analysis, fractal geometr...
International audienceWe continue our investigation of the intertwining relations for Markov semigro...
We prove a singular Brascamp–Lieb inequality, stated in Theorem 1, with a large group of involutive ...
We give a short proof of the Brascamp-Lieb theorem, which asserts that a certain general form of You...
summary:We discuss recent progress on issues surrounding the Brascamp–Lieb inequalities
Gau\ss (1823) proved a sharp upper bound on the probability that a random variable falls outside a s...
The classical Gaussian concentration inequality for Lipschitz functions is adapted to a setting wher...
summary:Using unitary dilations we give a very simple proof of the maximal inequality for a stochast...
International audienceIn this work we consider dimensional improvements of the logarithmic Sobolev, ...
We obtain two-sided bounds for the density of stochastic processes satisfying a weak H"ormander cond...
International audienceThis paper builds upon several recent works, where semigroup proofs of Brascam...
International audienceThe aim of this paper is to establish various functional inequalities for the ...
"Stochastic Analysis on Large Scale Interacting Systems". October 26～29, 2015. edited by Ryoki Fukus...
AbstractWe study the supremum of ‘the’ standard isonormal linear process L on a subset C of a real H...
In der vorliegenden Masterarbeit verwenden wir Resultate aus Stochastischer Analysis, speziell aus d...
This paper focuses on the Brascamp-Lieb inequality and its applications in analysis, fractal geometr...
International audienceWe continue our investigation of the intertwining relations for Markov semigro...
We prove a singular Brascamp–Lieb inequality, stated in Theorem 1, with a large group of involutive ...
We give a short proof of the Brascamp-Lieb theorem, which asserts that a certain general form of You...
summary:We discuss recent progress on issues surrounding the Brascamp–Lieb inequalities
Gau\ss (1823) proved a sharp upper bound on the probability that a random variable falls outside a s...
The classical Gaussian concentration inequality for Lipschitz functions is adapted to a setting wher...
summary:Using unitary dilations we give a very simple proof of the maximal inequality for a stochast...
International audienceIn this work we consider dimensional improvements of the logarithmic Sobolev, ...
We obtain two-sided bounds for the density of stochastic processes satisfying a weak H"ormander cond...
International audienceThis paper builds upon several recent works, where semigroup proofs of Brascam...
International audienceThe aim of this paper is to establish various functional inequalities for the ...
"Stochastic Analysis on Large Scale Interacting Systems". October 26～29, 2015. edited by Ryoki Fukus...
AbstractWe study the supremum of ‘the’ standard isonormal linear process L on a subset C of a real H...