Geometria Complessa e Geometria Differenziale
Geometria Complessa e Geometria Differenziale
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SMI course "Conformal geometry, Cartan connection and locally conformally Kaehler structures"

A cohomogeneity-one hypersymplectic flow and some related convergence results

Chengjian Yao

created on 27 Mar 2018
modified on 09 Apr 2018

14 may 2018 -- 16:00

Cortona

Abstract.

In this talk, we will describe a cohomogeneity-one hypersymplectic flow on four-torus that exists and converges to the standard hyperKaehler structure. We will also discuss some convergence results for globally existing hypersymplectic flow under certain geometric assumptions.

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