SOLUTION OF PRODUCTION LOCATION PROBLEM WITH UNHOMOGENEOUS TRANSPORTATION COSTS
Keyword(s):
In the work, an economic and mathematical model is formed for the problem of determining the optimal plan for production, transportation and processing of products according to the criterion of the minimum total costs. The functions that determine the dependence of the cost of manufactured products on the volume of production and the costs of processing products are linear, and the function that determines the dependence of transport costs on the volume of transported products is discontinuous at zero. Sufficient conditions for the applicability of the method of sequential calculations to the formulated problem are proved.