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Boundary operators associated to the sigma-k curvature
发布时间:2017-12-26     点击次数:
报告题目: Boundary operators associated to the sigma-k curvature
报 告 人: 王一(Assistant Professor, Johns Hopkins University)
报告时间: 2017年12月28日 15:40--16:40
报告地点: 理学楼东北楼二楼报告厅(209)
报告摘要:

We study conformal deformation problems on manifolds with boundary which include prescribing sigma-k curvature in the interior. We introduce some conformally covariant multilinear operators as a key technical tool and prove the Dirichlet principle. This result on the sigma-k curvature is parallel to the one that we have observed in an earlier work on the sigma-k Hessian operator. However, the proofs are completely different. This is joint work with Jeffrey Case.

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