Titlebook: Applied Mathematics for Economics; Jati K. Sengupta Book 1987 Springer Science+Business Media Dordrecht 1987 economics

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,Erkl?rung der Entscheidungszufriedenheit,uations and algebraic systems, analysis of optimization and stability in relation to economic theory and lastly, problems of modeling large-scale economic systems. The last phase is still continuing and includes such topics as: econometric modeling, disequilibrium analysis, and modeling economic pol

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https://doi.org/10.1007/978-3-8350-9011-8or one thing, it includes static optimization as a special case, since a dynamic model in its steady-state equilibrium may represent a static equilibrium model. Second, many economic decisions e.g. investment decisions have long run consequences, so that a policy which is optimal in the sense of max

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Dynamic Optimization and Control,or one thing, it includes static optimization as a special case, since a dynamic model in its steady-state equilibrium may represent a static equilibrium model. Second, many economic decisions e.g. investment decisions have long run consequences, so that a policy which is optimal in the sense of max

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Static and Dynamic Games,odels in game theory provide a substantial amount of generalization of most of the basic mathematical concepts we have so far used e.g., the concept of equilibrium, stability, saddle point and intertemporal optimum. A game may be veiwed as a team decision problem, when the different members of the t

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Some Recent Applied Economic Models,n: (1) how to model a stochastically optimal behavior under a dynamic environment influenced by uncertainty? (2) how to model the formation of expectations by economic agents and incorporate it in verifiable economic models? and (3) how to model the disequilibrium behavior among economic agents?

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