Seminario Terça-feira dia 02/10

Título: Regularity of solutions of the isoperimetric problem that are
close to a smooth manifold.

Palestrante: Stefano Nardulli - UFABC.

Data, horário e local: 02/10/2018 - 13h, sala S - 204-0 do Bloco A

Resumo: In this work we consider a question in the calculus of
variations motivated by riemannian geometry, the isoperimetric problem.
We show that solutions to the isoperimetric problem, close in the flat
norm to a smooth submanifold, are themselves smooth and C2,α-close to
the given sub manifold. We show also a version with variable metric on
the manifold. The techniques used are, among other, the standards outils
of linear elliptic analysis and comparison theorems of riemannian
geometry, Allard's regularity theorem for minimizing varifolds, the
isometric immersion theorem of Nash and a parametric version due to
Gromov.

Data e local da Prova Extramuros

A Prova Extramuros ocorrerá em 29 de setembro de 2018, às 12h (horário de Brasília) na Sala de Aula S 301-1 do Bloco A, campus Santo André.

Lista de candidatos habilitados

 

Ana Carolina Palma de Matos

Bruna da Silva Magno

Camila Lemes Gonçalves

Fernando Martins Costa Oliveira

Isabella Gonçalves de Alvarenga

Karina Braun Martinez Mendes

Marcelo Pinto Silva

Marcos Agnoletto Forte

Natalia Gonçalves Veloso

Ricardo Angelo Monteiro Canale

Rogéria Cristina da Silva