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University Park
Altoona

Friday, March 06, 2009
5:00 pm, 260 Hawthorn

Hao Fang
University of Iowa

On a class of fully non-linear flow on K\"{a}hler manifold.

Abstract: We study a class of fully nonlinear metric flow on K\"{a}hler manifolds, which includes the J-flow as a special case. We provide a sufficient and necessary condition for the long time convergence of the flow. As a consequence, under the given condition, we solved the corresponding Euler equation, which is fully nonlinear of Monge-Ampere type.

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We meet weekly on Friday afternoons at Penn State Altoona (and sometimes at Penn State University Park). If you are interested in giving a talk in our seminar please contact one of the coordinators for the Spring 2009 semester: Wojtek Dorabiala and Aissa Wade.

 

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