Palestras e Seminários
19/03/2024
14:00
Palestrante: Heraclio López-Lázaro
https://us02web.zoom.us/j/84098904697?pwd=RUJ1R2EvSnhZRFk3K1FmNWd6ZjlEdz09
Responsável: Maykel Boldrin Belluzi (Este endereço de email está sendo protegido de spambots. Você precisa do JavaScript ativado para vê-lo.)
Modo: À distância
Seminários em dinâmica não-linear
Resumo: We will study a semilinear transfer equation with a delay term defined over a non-cylindrical domain. We prove the existence and regularity of weak solutions as well as the existence, regularity and finiteness of the fractal dimension of pull- back attractors on tempered universes that depend on a non-increasing function. We address the problem of estimating the fractal dimension of pullback attrac- tors, under current techniques, which consists of readjusting the proof presented in [1, Lemma 1.3] and extending it to families of normed spaces parameterized in time.
