Title : ( Discritization of an elliptic control problem by finite element method )
Authors: , A. Kerayechian , Mortaza Gachpazan ,
Full TextAbstract
We consider an optimal control problem for systems by elliptic partial differential equations, with state constraints and a $minimax$ objective function. Using the finite element method theory, we discretize the problem and linearize the minimax control problem. Then we will present some conditions to satisfy continuous and discrete maximum principles.
Keywords
, Finite element method, Elliptic PDE, Minimax objective function, Discrete maximum principle
@inproceedings{paperid:1015432,
author = {, and A. Kerayechian and Gachpazan, Mortaza},
title = {Discritization of an elliptic control problem by finite element method},
booktitle = {چهارمین کنفرانس ریاضی کاربردی ایران},
year = {2010},
location = {زاهدان, IRAN},
keywords = {Finite element method; Elliptic PDE; Minimax objective function; Discrete maximum principle},
}
%0 Conference Proceedings
%T Discritization of an elliptic control problem by finite element method
%A ,
%A A. Kerayechian
%A Gachpazan, Mortaza
%J چهارمین کنفرانس ریاضی کاربردی ایران
%D 2010
