Едно приложение на графичния метод за решаване на параметрични задачи за оптимално разпределение на ресурси
One Application of the Graphical Method for Solving Parametric Problems for Optimal Allocation of Resources

Summary/Abstract: One of the most appropriate methods for achieving optimal economic results are the methods of linear optimization. A well-known problem in the literature and practice is the one for optimal allocation of resources, which provides maximum profit from the production of certain products. In many practical situations it is possible that some of the input parameters are not completely determined but may vary in certain limits. This leads to the so-called parametric problem, which is presented in the specialized literature, but in some very limited cases in terms of the presence of parameters in the input data. The present paper considers an opportunity to perform a thorough analysis of the problem for optimal allocation of resources in the case of parametric change, both of the coefficients in the constraint conditions and of the coefficients in the objective function. The potential of the graphical method is used to find an optimal solution to the problem for allocation of resources.

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