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(2015.8.8 20:00 N602)Prof. Baofeng Feng:Integrable discretizations to the reduced Ostrovsky equation and its two-component generalization
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Update time: 2015-08-07
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Academy of Mathematics and Systems Science, CAS
Colloquia & Seminars

Speaker:

Prof. Baofeng Feng, Department of Mathematics, University of Texas--Pan American, USA

Inviter: Xingbiao Hu
Title:
Integrable discretizations to the reduced Ostrovsky equation and its two-component generalization
Time & Venue:
2015.8.8 20:00-21:00 N602
Abstract:
In the previous talk, we proposed a two-component generalization of the reducedOstrovsky equation. We show its integrability by finding its Lax pair and further show that the two-component reduced Ostrovsky equation canbe reduced from an extended BKP hierarchy through a hodograph transformation. Meanwhile,its bilinear form and N-soliton solution in terms of pfaffians are constructed.
In this talk, we will construct the integrable discretizations of the the reduced Ostrovsky equation and its two-component generalization by Hirota’s bilinear method.
 

 

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