Optimal transportation and action. Minimizing measures.pdf

Optimal transportation and action. Minimizing measures

Alessio Figalli

Sfortunatamente, oggi, domenica, 26 agosto 2020, la descrizione del libro Optimal transportation and action. Minimizing measures non è disponibile su sito web. Ci scusiamo.

Superiore's 6 research works with 53 citations and 248 reads, including: Infinite-dimensional porous media equations and optimal transportation In mathematics and economics, transportation theory or transport theory is a name given to the study of optimal transportation and allocation of resources.The problem was formalized by the French mathematician Gaspard Monge in 1781.. In the 1920s A.N. Tolstoi was one of the first to study the transportation problem mathematically.In 1930, in the collection Transportation Planning Volume I for

3.93 MB Dimensione del file
8876423303 ISBN
Optimal transportation and action. Minimizing measures.pdf

Tecnologia

PC e Mac

Leggi l'eBook subito dopo averlo scaricato tramite "Leggi ora" nel tuo browser o con il software di lettura gratuito Adobe Digital Editions.

iOS & Android

Per tablet e smartphone: la nostra app gratuita tolino reader

eBook Reader

Scarica l'eBook direttamente sul lettore nello store www.nuovaorganizzazioneimprese.it o trasferiscilo con il software gratuito Sony READER PER PC / Mac o Adobe Digital Editions.

Reader

Dopo la sincronizzazione automatica, apri l'eBook sul lettore o trasferiscilo manualmente sul tuo dispositivo tolino utilizzando il software gratuito Adobe Digital Editions.

Note correnti

avatar
Sofi Voighua

of probability measures on a manifold endowed with a notion of distance derived from the optimal ... action minimizing curve or an optimal trajectory from x to y. Optimal transportation and action-minimizing measures. par Alessio Figalli. Thèse de doctorat en Mathématiques. Sous la direction de Cédric Villani. Soutenue ...

avatar
Mattio Mazio

underline the formal similarity between the problem of action minimizing curves and some dynamic optimal transportation problem as discussed in [7] and other papers. We obtain general existence results for these questions. In order to study the minimizing measures in a general framework, we need to pursue the study of transport measures. We show that the transportation can be interpolated by a Lipschitz lamination. We describe several direct variational problems the minimizers of which are these Lipschitz laminations. We prove the existence of an optimal transport map when the transported measure is absolutely continuous. We explain the relations with Mather’s minimal measures.

avatar
Noels Schulzzi

0)♯m0 = m0 and is minimizing the action. A1. 0(m0) = ∫. TM×[0,1]. L(ψt. 0(x, v),t) dm0dt. The major discovery of [28] is that Mather measures are supported on ...

avatar
Jason Statham

Optimal transportation and action. Minimizing measures è un libro di Figalli Alessio pubblicato da Scuola Normale Superiore (EN) nella collana Tesi - ISBN: 9788876423307

avatar
Jessica Kolhmann

Optimal Transportation and Action-Minimizing Measures. Front Cover. Alessio Figalli. Scuola Normale Superiore, Jul 17, 2008 - Mathematics - 254 pages. of probability measures on a manifold endowed with a notion of distance derived from the optimal ... action minimizing curve or an optimal trajectory from x to y.