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Boundary Control for Cooperative Elliptic Systems under Conjugation Conditions

机译:共轭条件下合作椭圆体系的边界控制

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The existence and uniqueness of the state for 2 × 2 Dirichlet cooperative elliptic systems under conjugation conditions are proved using Lax-Milgram lemma, then the boundary control for these systems is discussed. The set of equations and inequalities that characterizes this boundary control is found by theory of Lions, Sergienko and Deineka. The problem for cooperative Neumann elliptic systems under conjugation conditions is also considered. Finally, the problem for n × n cooperative elliptic systems under conjugation conditions is established.
机译:使用LAX-MILGRAM LEMMA证明了在共轭条件下的2×2 Dirichlet合作椭圆体系的存在和唯一性,然后讨论了这些系统的边界控制。 通过狮子,Sergienko和Deineka的理论发现了表征该边界控制的等式和不等式集。 还考虑了共轭条件下的合作Neumann椭圆体系的问题。 最后,建立了在共轭条件下的N×N合作椭圆体系的问题。

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