On One Problem of Vector Optimization of Pricing in an Autonomous Wholesale Market

The paper is devoted to mathematical simulations of an autonomous network of wholesale at a local market. The question of optimization of prices at outlets is discussed. The model is constructed on the basis of a vector optimization problem. The main properties of the multicriteria problem are studied. The necessary and sufficient conditions for the existence and uniqueness of a solution are formulated. An effective numerical solution algorithm is developed. The results a re illustrated by examples of numerical solutions using real data. Practical applications are presented in the form of specialized algorithms and software.