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  • Search: subject:"Discrete maximum principle"
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Discrete maximum principle 2 CRITERIA FOR MAKING INVESTMENT DECISIONS 1 DISCRETE MAXIMUM PRINCIPLE OF PONTRYAGIN 1 Finite element method 1 INVESTMENT DECISIONS 1 INVESTMENT OPTIMAL CONTROL PROBLEM 1 Maximum principle 1 Mixed boundary conditions 1 NUMERICAL ALGORITHM 1 Nonlinear elliptic problem 1 Parabolic problem 1 Prismatic finite elements 1 Quadratures 1 discrete maximum principle 1 dynamic optimization 1 optimal control 1 sales-advertising response model 1 ИНВЕСТИЦИИ 1 ИНВЕСТИЦИОННОЕ РЕШЕНИЕ 1 КРИТЕРИИ 1 ОПТИМАЛЬНОЕ УПРАВЛЕНИЕ 1 ПРИНЦИП МАКСИМУМА ПОНТРЯГИНА 1 ЧИСЛЕННЫЙ АЛГОРИТМ 1
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Article 4
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Korotov, Sergey 2 Hannukainen, Antti 1 Karátson, János 1 Křížek, Michal 1 Sethi, Suresh P. 1 Vejchodský, Tomáš 1 ВАЛЕРЬЕВИЧ, ПАВЛОВ ОЛЕГ 1
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Mathematics and Computers in Simulation (MATCOM) 2 Management Science 1 Проблемы управления 1
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RePEc 4
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ПРИНЯТИЕ ИНВЕСТИЦИОННЫХ РЕШЕНИЙ НА ОСНОВЕ ТЕОРИИ ОПТИМАЛЬНОГО УПРАВЛЕНИЯ ДИСКРЕТНЫМИ СИСТЕМАМИ
ВАЛЕРЬЕВИЧ, ПАВЛОВ ОЛЕГ - In: Проблемы управления (2010) 3, pp. 27-33
На основе теории оптимального управления дискретными системами предложен общий подход к принятию инвестиционных решений. Сформулирована и решена, опираясь на...
Persistent link: https://www.econbiz.de/10011237950
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Discrete maximum principle for parabolic problems solved by prismatic finite elements
Vejchodský, Tomáš; Korotov, Sergey; Hannukainen, Antti - In: Mathematics and Computers in Simulation (MATCOM) 80 (2010) 8, pp. 1758-1770
In this paper we analyze the discrete maximum principle (DMP) for a non-stationary diffusion–reaction problem solved by …
Persistent link: https://www.econbiz.de/10011050189
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On discrete maximum principles for nonlinear elliptic problems
Karátson, János; Korotov, Sergey; Křížek, Michal - In: Mathematics and Computers in Simulation (MATCOM) 76 (2007) 1, pp. 99-108
In order to have reliable numerical simulations it is very important to preserve basic qualitative properties of solutions of mathematical models by computed approximations. For scalar second-order elliptic equations, one of such properties is the maximum principle. In our work, we give a short...
Persistent link: https://www.econbiz.de/10011050777
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Note---Optimal Long-Run Equilibrium Advertising Level for the Blattberg-Jeuland Model
Sethi, Suresh P. - In: Management Science 29 (1983) 12, pp. 1436-1443
The purpose of this note is to formulate and solve a dynamic optimization problem based on the Blattberg-Jeuland advertising model. Also examined is the behavior of the optimal long-run equilibrium level of advertising with respect to changes in some important parameters of the problem. In...
Persistent link: https://www.econbiz.de/10009204213
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