A stochastic half-space theorem for minimal surfaces of $m a t h b b R^{3}$ .

Início: 17/07/2020 17:00

Término: 17/07/2020 18:00

Palestrante: Gregorio Pacelli (Universidade Federal do Ceará)

E-mail do Palestrante:

Resumo: I will talk about a stochastic half-space theorem for minimal surfaces of $m a t h b b R^{3}$ . More precisely; Thm. $S i g m a$ be a complete minimal surface with bounded curvature in $m a t h b b R^{3}$ and $M$ be a complete, parabolic (recurrent) minimal surface immersed in $m a t h b b R^{3}$ . Then $S i g m a c a p M n e q e m p t y s e t$ unless they are parallel planes. This is a work in progress with Luquesio Jorge and Leandro Pessoa.

A stochastic half-space theorem for minimal surfaces of mathbbR3.

A stochastic half-space theorem for minimal surfaces of $m a t h b b R^{3}$ .