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Numerical approximation for a time optimal control problems governed by semi-linear heat equations

机译：由半线性热方程控制的时间最优控制问题的数值逼近

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Guojie Zheng; Jingben Yin;
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年度 2014
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1. Numerical approximation for a time optimal control problems governed by semi-linear heat equations [J] . Guojie Zheng, Jingben Yin Advances in Difference Equations . 2014,第1期

机译：由半线性热方程控制的时间最优控制问题的数值逼近
2. Error estimates for the numerical approximation of a distributed optimal control problem governed by the von Kármán equations [J] . Gouranga Mallik, Neela Nataraj, Jean-Pierre Raymond ESAIM. Mathematical modelling and numerical analysis . 2018,第3期

机译：vonKármán方程管理的分布式最优控制问题的数值逼近的误差估计
3. TIKHONOV REGULARIZATION OF OPTIMAL CONTROL PROBLEMS GOVERNED BY SEMI-LINEAR PARTIAL DIFFERENTIAL EQUATIONS [J] . Poerner Frank, Wachsmuth Daniel Mathematical control and related fields . 2018,第1期

机译：半线性局部微分方程治理的最佳控制问题的Tikhonov正规
4. A TIME-STEPPING DUAL-RECIPROCITY BOUNDARY ELEMENT METHOD FOR THE NUMERICAL SOLUTION OF A SEMI-LINEAR HEAT EQUATION WITH AN OVER-SPECIFICATION OF TEMPERATURE [C] . Whye-Teong Ang Third International Conference on Boundary Element Techniques (BeTeQ'2002); Sep 10-12, 2002; Beijing, China . 2002

机译：温度过高的半线性热方程数值解的时步双正向边界元方法
5. Analysis and approximations of terminal-state tracking optimal control problems and controllability problems constrained by linear and semilinear parabolic partial differential equations. [D] . Kwon, Hee-Dae. 2003

机译：线性和半线性抛物型偏微分方程约束的终端状态跟踪最优控制问题和可控制性问题的分析和逼近。
6. High-Order Compact Difference Scheme for the Numerical Solution of Time Fractional Heat Equations [O] . Ibrahim Karatay, Serife R. Bayramoglu -1

机译：时间分数热方程数值解的高阶紧致差分格式
7. Tikhonov regularization of optimal control problems governed by semi-linear partial differential equations [O] . Pörner, Frank, Wachsmuth, Daniel 2017

机译：最小控制问题的Tikhonov正则化半线性偏微分方程
8. On the Regularity and Approximation of the Solutions of Some Optimal Control Problems Governed by Elliptic Equations [R] . Geveci, T. 1978

机译：关于椭圆型方程控制问题解的正则性和逼近性

Numerical approximation for a time optimal control problems governed by semi-linear heat equations

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