Seminário de Geometria

Probing the Thomas and Thomas-Yau Conjecture

Sala 6.1.27, FCUL, Lisboa

Por Gonçalo Oliveira (Universidade Federal Fluminense - UFF).

Abstract (all joint work with Jason Lotay): A standing conjecture of Richard Thomas, motivated by mirror symmetry, gives a stability condition supposed to control the existence of a special Lagrangian submanifold in a given Hamiltonian isotopy class of Lagrangians. Later, Thomas and Yau conjectured a similar stability condition controls the long-time existence of the Lagrangian mean-curvature flow. In this talk I will explain how Jason Lotay and myself have recently proved versions of these conjectures on certain infinite families of hyperKahler 4-manifolds.

13h30
CMAFcIO - Centro de Matemática, Aplicações Fundamentais e Investigação Operacional

The conference aims to bring together key experts in the Medical Microwave Imaging (MMWI) field and will include invited talks, presentations and posters of peer-reviewed abstracts and conference papers, and workshops in satellite areas of research that are of interest to MMWI research.

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