On the Initial Boundary Value Problems for Two Dimensional Systems of Zakharov Equations and of Complex-Schrodinger-real-Boussinesq Equations |
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| Authors: | Li Yongsheng |
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| Abstract: | In this paper the author considers the initial boundary value problems for the system of Zakharov equtations (Za) and for the system of complex-Schrödinger-real-Boussinesq equations (SBq) in a two-dimensional domain. He proves the global existence and uniqueness of smooth solutions of (SBq) and of (Za) by means of continuous extension method and a priori estilmates. |
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| Keywords: | (Za) equations (SBq) equations compatibility conditions a priori estimate |
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