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Title of Journal: Cybern Syst Anal

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Abbravation: Cybernetics and Systems Analysis

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Springer US

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DOI

10.1007/978-1-4939-6730-8_7

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1573-8337

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A model of optimal control over a nonlinear multid

Authors: V V Akimenko I I Sugonyak
Publish Date: 2008/08/15
Volume: 44, Issue: 4, Pages: 564-574
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Abstract

A model of competitive innovation diffusion is considered The model is based on the LotkaVolterra system and an initialboundary problem for a system of quasilinear parabolic equations The maximum principle is proved for the problem of diffusion of two competitive innovations and sufficient conditions of existence of optimum control are obtained for the system A numerical algorithm is constructed for solving optimum control problems and numerical results for a model example are presented

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  2. Stability radius of a vector integer linear programming problem: case of a regular norm in the space of criteria
  3. Comparing the estimates of ROC curves by modeling methods
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  7. On the complexity of analysis of automata over a finite ring
  8. Equilibrium Processes in Biomedical Data Analysis: The Wright–Fisher Model
  9. Vector optimization problems with linear criteria over a fuzzy combinatorial set of alternatives
  10. An approach problem for a discrete system with random perturbations
  11. Formalizing the consistency of experts’ judgments in the Delphi method
  12. Combinatorial optimization under uncertainty
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