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The convexity of spactime level sets for the solution of parabolic partial differential equation
【2013.4.18 4:00pm,S712】

 Date:03-12-2013 Page Views:
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 2013-4-11 

  Colloquia & Seminars 

  Speaker

  麻希南 教授,中国科学技术大学数学系

  Title

   The convexity of spactime level sets for the solution of parabolic partial differential equation

  Time

  2013.4.18 4:00pm            

  Venue

  S712

  Abstract

   In this talk, we shall first obtain a constant rank theorem for the second fundamental form of the convexity spacetime level sets for the standard parabolic PDE. Then we use the deformation process to get the convexity of the spacetime level sets for a class initial boundary value problem for parabolic PDE, under the assumption that the initial data is subharmonic and its level sets is convexity. This is ajoint work with Chen Chuanqiang (USTC) and P.Salani (Firenze).

  Affiliation

  

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