OPTIMAL CONTROL PROBLEMS FOR ELLIPTIC EQUATIONS WITH CONTROL IN THE COEFFICIENTS
Authors:
Type:
Article
Pages:
from 303
to 305
Status:
Published
Received:
29.08.2014
Accepted:
10.10.2014
Published:
10.10.2014
Language:
Russian
Keywords:
optimal control, elliptic equation, correct the problem, the optimality condition
Abstract (English):
The problem of optimal control coefficients of linear elliptic equation with optimality criterion on the border area. The questions of the correct setting of established and necessary optimality condition.
The problem of optimal control coefficients of linear elliptic equation with optimality criterion on the border area. The questions of the correct setting of established and necessary optimality condition.
Keywords:
optimal control, elliptic equation, correct the problem, the optimality condition
optimal control, elliptic equation, correct the problem, the optimality condition
Пусть Ω⊂Ε шар, шаровой слой, параллелепипед или может быть преобразована в одну из этих областей с помощью регулярного преобразования из С(Ω) , S -непрерывная по Липшицу граница области Ω, S=SUS . Используемые в работе обозначения функциональных пространств соответствуют [1, c.24, c.116].
1. Ladyzhenskaya O.A. Kraevye zadachi matematicheskoy fiziki. M.: Nauka, 1973, s.407.
2. Tagiev R.K Ob optimal´nom upravlenii koeffitsientami ellipticheskogo uravneniya. Differents. uravneniya. 2011, T.47, N 6, s.871-879.
