报告主题：Degasperis-Precesi方程的2元推广及短波极限
报告人：Baofeng Feng 教授 (美国 University of Texas Rio Grande Valley)
报告时间：2017年1月11日（周三）10:00
报告地点：校本部G508
邀请人：张大军
报告摘要：We proposed a two-component generalization of the the Degasperis-Precesi equation. Firstly, under a pseudo 3-reduction, we have shown that the two-component reduced Ostrovsky equation can be reduced from an extended BKP hierarchy through a hodograph transformation. Its bilinear form and N-soliton solution in terms of pfaffians are constructed. One- and two-soliton solutions are presented. Moreover, we give a two-component generalization of the Degasperis-Precesi equation its Lax pair.
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