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Optimal economic growth turnpike theorems and comparative dynamics. Arrow M.
Intriligator Eds. Handbook of mathematical economics 2nd ed. Stanford: Elsevier. Mowszowicz S.
Alexander J. Zaslavski - Books
Ekonomika i matiemaiczeskije mietody 5 6 Nikaido H. Convex structures and economic theory. New York: Academic Press.
Panek E. Ekonomia matematyczna. A turnpike theorem for a non-stationary Gale economy with limit technology. A particular case. Economics and Business Review 1 15 Appenzeller red. Radner R. Path of economic growth that are optimal with regard to final states: A turnpike theorem. Review of Economic Studies 28 2 Takayama A.
Cambridge: Cambridge University Press. Trelat E. Quincampoix , Linear programming approach to deterministic infinite horizon optimal control problems with discounting, SIAM J. Control and Optim. Thatcher , Approximate solution of the HJB inequality related to the infinite horizon optimal control problem with discounting, Dynamics of Continuous, Discrete and Impulsive Systems Series B: Applications and Algorithms , 19 , Control Optim. Equations , , Taksar , The linear programming approach to deterministic optimal control problems, Appl.
Hernandez-Lerma and J. Feinberg and A. Shwartz, Springer, Adelman , An Infinite-dimensional linear programming algorithm for deterministic semi-Markov decision processes on Borel spaces, Mathematics of Operations Research , 32 , Serea , The problem of optimal control with reflection studied through a linear optimization problem stated on occupational measures, Nonlinear Anal.
Stockbridge , Time-Average control of a martingale problem. Existence of a stationary solution, Annals of Probability , 18 , Stockbridge , Time-average control of a martingale problem: A linear programming formulation, Annals of Probability , 18 , Filar , Some comments on a theorem of Hardy and Littlewood, J.
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Optimization Theory and Applications , 75 , Download as PowerPoint slide. Linear programming formulations of deterministic infinite horizon optimal control problems in discrete time. Fabio Bagagiolo. An infinite horizon optimal control problem for some switching systems.
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Optimal control of oscillatory systems by iterative dynamic programming. Merton problem in an infinite horizon and a discrete time with frictions. Alexander Tarasyev , Anastasia Usova. Application of a nonlinear stabilizer for localizing search of optimal trajectories in control problems with infinite horizon.
Turnpike Theory of Continuous-Time Linear Optimal Control Problems
Yanqun Liu. Duality in linear programming: From trichotomy to quadrichotomy. On numerical methods for singular optimal control problems: An application to an AUV problem. Linear programming solutions of periodic optimization problems: approximation of the optimal control. Qiying Hu , Wuyi Yue. Optimal control for resource allocation in discrete event systems. Michael Basin , Pablo Rodriguez-Ramirez.