154 Infos zu Matthias Erbar

17 Aktuelle Nachrichten

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Matthias Erbar speaking at BIRS workshop, Entropies, the Geometry of Nonlinear Flows, and their Applications, on Friday, April 13, on the topic: Super...

Matthias Erbar speaking at BIRS workshop, Optimal Transportation and Differential Geometry, on Thursday, May 24, on the topic: Gradient flows of the...

Karl-Theodor Sturm und Matthias Erbar vom Hausdorff Center ist es nun gelungen die Theorie gemeinsam mit ihrem Kollegen Kazumasa Kuwada aus Tokio noch einmal

10 Profile in Sozialen Netzwerken

Dr. Matthias Erbar: E-Mail: erbar(at)iam.uni-bonn.de: Telefon: + : Homepage: http://www-wt.iam.uni-bonn.de/~erbar/ Raum: : Institute:

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Matthias Erbar. Universität Bonn. Seminars. Oct 30, 2014: Curvature-dimension bounds for continuous and discrete spaces (ERC Workshop on Optimal ...

2 Infos zur Ausbildung

At the end of the 1990s it was discovered by Jordan/Kinderlehrer/Otto that the diffusion equation is a gradient flow in the space of probability measures,...

I will present investigations and results obtained with Matthias Erbar (University of Bonn) that concerns some non-Riemannian limits of Riemannian manifolds ... › YDGD2018

3 Angaben zur Herkunft

Matthias Erbar (born 1725). Wappen_Stadt_Mülheim-Kärlich (Other). Wappen. Anton Erbar (born 1689). Wappen_Ort_Kettig (Other). › search

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2. Juli Schwand, Elisabeth LUTHER · Margaretha ERBAR ♀; Johann Matthias ERBAR ♂. Heirat, Ehepartner, Kinder Februar 1685

7 Bücher zum Namen

Author: Matthias Erbar. Results. Ricci Curvature of Finite Markov Chains via Convexity of the Entropy Springer Science+Business Media

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The Proceedings of the ICM publishes the talks, by invited speakers, at the conference organized by the International Mathematical Union every 4 years. It...

Cedric Villani's book is a lucid and very readable documentation of the tremendous recent analytic progress in ``optimal mass transportation'' theory and of...

14 Dokumente

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MATTHIAS ERBAR AND JAN MAAS. Abstract. We consider discrete porous medium equations of the form ∂tρt = ∆ϕ(ρt), where. ∆ is the generator of a reversible continuous time Markov chain on a finite set X, and ϕ is an increasing function. We show that these equations arise as gradient flows of certain entropy functionals ...

Submission history. From: Matthias Erbar [view email] [v1] Wed, 2 Mar : 11:43 UTC (28 KB) [v2] Tue, 3 Jan :13:26 UTC (39 KB)

MATTHIAS ERBAR, JAN MAAS, PRASAD TETALI. Abstract. We calculate a Ricci curvature lower bound for some classical examples of ran-.

19 Wissenschaftliche Publikationen

Dr. Matthias Erbar, Institut für Angewandte Mathematik (IAM)Bonn.

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Teil­pro­jekt­lei­ter Dr. Matthias Erbar, seit Rheinische Friedrich-Wilhelms-Universität Bonn Institut für Angewandte Mathematik

Speakers · Shigeki Aida · Mathias Beiglböck · Nathanael Berestycki · Li-Juan Cheng · Jean-Dominique Deuschel · Andreas Eberle · Matthias Erbar · Torben Fattler ... › events › JG-stochastic-a...

7 Allgemeine Veröffentlichungen

We consider the space of probability measures on a discrete set $$\mathcal {X}$$ , endowed with a dynamical optimal transport metric. Given two probability

by: Matthias Erbar. Publication date: Usage: http://arxiv.org/licenses/nonexclusive-distrib Topics: Analysis of PDEs, ...

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66 Webfunde aus dem Netz

‪IST Austria‬ - ‪‪Cited by ‬‬ - ‪Probability Theory‬ - ‪Analysis‬

‪Fakultät für Mathematik, Universität Bielefeld‬ - ‪‪ цитирование‬‬ - ‪Probability‬ - ‪Analysis‬ - ‪Geometry‬

— Schedule Winter term · November 10, Matthias Erbar (Bielefeld) · November 24, Zakhar Kabluchko (Münster) · December 8, Lisa Hartung (Mainz). › Lehrstuehle › Thaele

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@misc{ , author = {Matthias Erbar, Jan Maas, Prasad Tetali}, title = {{D}iscrete {R}icci curvature bounds for {B}ernoulli-{L}aplace and random ...

$W_{1,+}$-interpolation of probability measures on graphs

Matthias Erbar. ,. University of Bonn. In this talk I will present a new notion of Ricci curvature that applies to finite Markov chains and weighted ...

Matthias Erbar ; Präsentation . Write-up : Literatur: Kap. 3, 4 <vorheriger Vortrag: nächster Vortrag - Vortragsliste: Home ...

Matthias Erbar (Bonn) animera un séminaire de calcul stochastique intitulé "Ricci curvature and gradient flows of the entropy for jump processes" mercredi ... ›

2, MR , https://doi.org annals ; [13] Guido de Philippis, Andrea Marchese, and Filip Rindler, On a conjecture of Cheeger, arXiv: v2. [14] Matthias Erbar, Kazumasa Kuwada, and Karl- Theodor Sturm, On the equivalence of the entropic curvature-dimension condition and ...

Ricci curvature of finite Markov chains via convexity of the entropy. Matthias Erbar, Jan Maas · Arch. Ration. Mech. Anal;

von E Hillion · · Zitiert von: 8 — Matthias Erbar, Kazumasa Kuwada, and Karl-Theodor Sturm. On the equivalence of the entropic curvature-dimension condition and bochner's inequality on metric ... › article › view

Ricci curvature bounds for weakly interacting Markov chains Matthias Erbar, Christopher Henderson, Georg Menz, and Prasad Tetali preprint. abs arXiv · Tight bounds for mixing of the Swendsen-Wang algorithm at the Potts transition point Christian Borgs, Jennifer T. Chayes, and Prasad Tetali Probab. Theory Related ...

1: Jochen Ott: Einige einführende Beispiele: 2: Marvin Schiller: Mehr einführende Beispiele: 3: Matthias Erbar: Approximationsklassen für Optimierungsprobleme:

Discrete Ricci Curvature bounds for Bernoulli-Laplace and Random Transposition models · Matthias Erbar ; Jan Maas ; Prasad Tetali. p › ...

Matthias Erbar, Max Fathi & André Schlichting pages Localisation in a growth model with interaction. Arbitrary graphs › index_v17

Davide Barilari, Franck Barthe (to be confirmed), Aude Dalet, Matthias Erbar, Ivan Gentil, Nicola Gigli, Christian Ketterer, Young-Heon Kim, Andrea Mondino, ... › acti...

One Comment. Djalil Chafaï Recent progress: Ricci curvature of finite Markov chains via convexity of the entropy, by Matthias Erbar and Jan Maas , arXiv:

Matthias Erbar, Max Fathi, Vaios Laschos and André Schlichting Discrete and Continuous Dynamical Systems 36 (12) (2016) DOI: dcds › cited...

... are gradient flows of the entropy. Among the results are discrete analogues of results by Bakry--Emery and Otto--Villani. This is joint work with Matthias Erbar.