Optimization of assured result in dynamical model of management of innovation process in the enterprise of agricultural production complex

Andrey Shorikov () and Vitalina Babenko ()
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Vitalina Babenko: V.V. Dokuchaev Kharkov National Agrarian University

Economy of region, 2014, vol. 1, issue 1, 196 - 201

Abstract: Research and the problem solution of management of innovative process at the enterprise (UIPP) demands the development of the dynamic economic-mathematical model considering the control action, uncontrolled parameters (risks, modeling errors, etc.) and deficit of information. At the same time, the existing approaches to the solution of similar problems are generally based on the static models and use the device of stochastic modeling, which requires knowledge of probabilistic characteristics of key parameters of the model and special conditions on realization of considered process. It is significant that the strict conditions are necessary for the use of the stochastic modeling, but in practice it is not possible. In the article, it is offered to use the determined approach for the modeling and solution of an initial problems in the form of dynamic problem of program minimax control (optimization of the guaranteed result) IPP on the set timepoint taking into account risks. At the same time, the risks in the system of UIPP are understood as the factors, which influence negatively or catastrophically on the results of the processes considered in the system. To solve the problem of minimax program control of IPP at risks, the method to implement the solutions of the final number of the problem of linear and convex mathematical programming and a problem of discrete optimization is offered. The offered method gives the chance to develop the effective numerical procedures allowing to realize computer modeling of dynamics considered problem, to create program minimax control of IPP, and to receive the optimum guaranteed result. The results presented in the article are based on the research [2, 3, 7-10] and can be used for economic-mathematical modeling and the solution of other problems of data forecasting process optimization and management at the deficit of information and at risks, and also for development of the corresponding software and hardware complexes to support of adoption of effective administrative decisions in practice. Economic-mathematical models of such problems are presented, for instance, in works [4-6].

Keywords: economics and mathematical modeling; commodity assortment; manycriterion optimization problem; discretetime dynamical system; program control problem; a forecasts set (search for similar items in EconPapers)
Date: 2014
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