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| Optimality Conditions for Discrete-Time Optimal Control on Infinite Horizon. 智库出版物
2016
作者: Aseev SM; Krastanov MI; Veliov VM
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discrete-time control systems, optimality conditions, Pontryagin maximum principle, transversality conditions. |
| Existence of an optimal control in infinite-horizon problems with unbounded set of control constraints. 智库出版物
2016
作者: Aseev SM
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optimal control, infinite horizon, unbounded controls, existence of a solution, the Pontryagin maximum principle |
| On the boundedness of optimal controls in the infinite-horizon process. 智库出版物
2015
作者: Aseev SM
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| Maximum principle for infinite-horizon optimal control problems under weak regularity assumptions. 智库出版物
2015
作者: Aseev SM; Veliov VM
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infinite horizon Pontryagin maximum principle transversality conditions weak regularity assumptions |
| Maximum Principle for Infinite-horizon Optimal Control Problems under Weak Regularity Assumptions. 智库出版物
2014
作者: Aseev SM; Veliov VM
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| Needle variations in infinite-horizon optimal control. 智库出版物
2014
作者: Aseev SM; Veliov VM; Wolansky, G; Zaslavski, AJ
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| On some properties of the adjoint variable in the relations of the Pontryagin maximum principle for optimal economic growth problems. 智库出版物
2014
作者: Aseev SM
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Optimal economic growth problems Infinite horizon Pontryagin's maximum principle Adjoint variable Stationarity condition for the Hamiltonian |
| The problem of optimal endogenous growth with exhaustible resources revisited. 智库出版物
2013
作者: Aseev SM; Besov KO; Kaniovski S; Cuaresma, J Crespo; Palokangas, T; Tarasyev, A
收藏 | 浏览/下载：0/0 | 提交时间：2019/06/18 |
| On some properties of the adjoint variable in the relations of the Pontryagin maximum principle for optimal economic growth problems. 智库出版物
2013
作者: Aseev SM
收藏 | 浏览/下载：0/0 | 提交时间：2019/06/18
Optimal economic growth problems Infinite horizon Pontryagin's maximum principle Adjoint variable Stationarity condition for the Hamiltonian |
| Needle Variations in Infinite-Horizon Optimal Control. 智库出版物
2012
作者: Aseev SM; Veliov VM
收藏 | 浏览/下载：0/0 | 提交时间：2019/06/18 |
