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Self-adaptive Moving Mesh Methods for a Class of Nonlinear Wave Equations with Hodograph Transformation
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SpeakerProf. FENG BaofengDepartment of Mathematics, University of Texas-Pan American


Time2016-06-21 9:401040


PlaceRoom 1518, School of Mathematical Sciences 


Detail: Some recent work of integrable discretizations for a class of soliton  equations with hodograph transformations will  be reported.  These equations include the Camassa-Holm equation, the complex short pulse and coupled short pulse equations. Then, I will show how these integrable semi-discretizations can be successfully used as a self-adaptive moving mesh method for the numerical simulation of these PDEs.

 


Organizer: School of Mathematical Sciences

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