The microeconomic unit control algorithms under the condition of perturbation actions- optimization and stabilization

Authors

  • I. Yu. Dziuban
  • O. V. Kuts

Keywords:

stabilization, feedback, main development trajectory, principle of pontrjagin

Abstract

The paper describes the application of the controlling theory principles for managing the economic unites. The model of an enterprise is made on the basis of Sollou-Ramsey model. The unit control task is divided into two subtasks: the determined task of making optimum trajectory on the fixed time interval and the task of stabilization of the controlling unit on a corresponding basic trajectory relating to the non visible perturbation factor. The solution of the task of strategic planning of the company activity on some interval of time in case of perturbation absence leads to optimum process in the form of the equation in elementary functions which is selected as a basic trajectory. The paper researches the algorithm with the feedback which stabilizes efficiently the basic trajectory. The imposed restrictions and multiplicativity of operating influence in the equation of evolution of the firm's capital generates complex nonlinear closed control system.

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Published

2010-11-12

How to Cite

[1]
I. Y. Dziuban and O. V. Kuts, “The microeconomic unit control algorithms under the condition of perturbation actions- optimization and stabilization”, Вісник ВПІ, no. 1, pp. 31–36, Nov. 2010.

Issue

No 1 (2007)

Section

Economics, management and ecology

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