【摘 要】
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This paper studies the optimal control of the viscous K(2,2) equation.Result existence and unique of weak solution in the interval to the viscous K(2,2) equ
【机 构】
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NonlinearScientificResearchCenter,FacultyofScience,JiangsuUniversity,Zhenjiang,China
【出 处】
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International Conference on Nonlinear PDEs and Their Applica
论文部分内容阅读
This paper studies the optimal control of the viscous K(2,2) equation.Result existence and unique of weak solution in the interval to the viscous K(2,2) equation.According to variational inequality and optimal control theories and distributed parameter system control theories,it is proved that in the special Banach space,the norm of solution is related to the control item and the initial value.The optimal control of the viscous K(2,2) equation under boundary condition is given in space and the existence of optimal solution is proved.
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