[CvGmt News] CVGMT: weekly bulletin

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Subject: CVGMT weekly bulletin

Weekly bulletin of http://cvgmt.sns.it/

--- Summary ---

* Events: Introduction to Optimal Transportation Theory and Applications.
* Seminars by: Zeppieri
* New papers by: Nayam, Buttazzo, Le Donne, Ruffini, Velichkov, Beck, Gerolin, Novaga, Solombrino, Okabe, Schmidt
* Modified papers by: Gong, Goldman, Chimienti, Chambolle, Brancolini, Dassisti, Maddalena, Granieri, Novaga

--- Events ---

Introduction to Optimal Transportation Theory and Applications.
Monday 8 apr 2013 -- Sunday 30 jun 2013
Dipartimento di Matematica, Universit? di Pisa

Nei mesi di Aprile, Maggio e Giugno si svolgera' il corso per il dottorato:

Introduction to Optimal Transportation Theory and Applications

per un totale di 30 ore.
In allegato troverete una presentazione (in formato pdf) pi? dettagliata.

Scopo del corso `e illustrare agli studenti le nozioni di base che hanno reso la teoria del trasporto ottimale estremamente importante nell?analisi degli ultimi 20 anni. Il corso, pur essendo destinato a studenti con una
predilezione per l?analisi, il calcolo delle probabilita` o la geometria,sar\`a accessibile a tutti gli studenti.

Gli studenti interessati possono anche inviare un email all'indirizzo
depascal at dm.unipi.it

Per le prime settimane l'orario sar? il seguente:

Aula 1 (Matematica)

Lun  8 apr Ore 11-13
Mar  9 apr Ore 11-13
Gio 11 apr Ore 14-16

Lun 15 apr Ore 11-13
Mar 16 apr Ore 11-13
Gio 18 apr Ore 14-16


--- Seminars next week ---

* Wednesday 8 may 2013
time: 17:00
Sala Seminari, Department of Mathematics, Pisa University

Gamma-convergence and H-convergence of linear elliptic operators
Caterina Zeppieri 

Abstract. In this talk we give a variational characterization of H-convergence of sequences of non-symmetric elliptic matrices in terms of Gamma-convergence of suitably associated quadratic forms. Moreover, using purely variational arguments we also give an alternative proof of the compactness of H-convergence, originally proved by Murat and Tartar.

--- New Papers ---

* Nayam: Constant in two-dimensional p-compliance-network problem

* Novaga, Okabe: Convergence to equilibrium of gradient flows defined on planar curves

* Beck, Schmidt: Convex duality and uniqueness for ${\rm BV}$-minimizers

* Solombrino: A-priori time regularity estimates and a simplified proof of existence in perfect plasticity

* Buttazzo, Gerolin, Ruffini, Velichkov: Optimal Potentials for Schr?dinger Operators

* Le Donne: A metric characterization of Carnot groups

--- Modified Papers ---

* Brancolini, Chimienti, Dassisti, Granieri, Maddalena: Variational Techniques for Assessing the Techonological Signature of Flat Surfaces

* Granieri, Maddalena: Transport Problems ans Disintegration Maps

* Gong: Metric currents in the plane

* Chambolle, Goldman, Novaga: Existence and qualitative properties of isoperimetric sets in periodic media

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