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STATIONARY STATES IN FINITE-DIMENSIONAL DYNAMIC MODELS WITH BOUNDED TRAJECTORIES
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STATIONARY STATES IN FINITE-DIMENSIONAL DYNAMIC MODELS WITH BOUNDED TRAJECTORIES
Annotation
PII
S042473880000616-6-1
Publication type
Article
Status
Published
Authors
О Sabirova  Caroline Ketova Vitaly Belenky
Edition
Issue №3
Pages
98-110
Abstract
The problem of finding stationary states in dynamic models with bounded trajectories is considered. Its solution is given on the base the “secular” equation for the fixed-points of optimal strategy, previously developed by the authors. For two variants of model (monoproduct – section 2, and multiproduct – section 3) the finite explicit formula for searched states is obtained.
Date of publication
01.07.2008
Number of purchasers
2
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814
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 Belen'kij V.Z. (2002): Kolichestvennyj analiz v modelyakh ehkonomiki (lektsii dlya studentov). M.: Ehkonomicheskij fakul'tet MGU im. M.V. Lomonosova, TEIS.
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 Belen'kij V.Z., Slastnikov A.D. (1997): Model' optimal'nogo investirovaniya proekta novoj tekhnologii // Ehkonomika i mat. metody. T. 33. № 3.
 Karlin S. (1964): Matematicheskie metody v teorii igr, programmirovanii i ehkonomike. M.: Mir.
 Ketova K.V. (2004): Optimal'noe raspredelenie kapitalovlozhenij s uchetom demograficheskogo prognoza. Dissertatsiya. DS K212.065.02. Izhevsk: IzhGTU.

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