Methods of optimization of distribution processes
The monograph develops analytical and computer methods for modeling planning processes and optimal resource allocation. Scalar and vector optimization problems are considered in application to single-product and multi-product distribution procedures. The proposed approach to the analysis of vector optimization problems allows us to establish quantitative preferences between alternatives (determining an acceptable understanding of a multi-criteria compromise) based on the study of the problem of optimal parametrization of the criterion convolution in the space of vectors of weight coefficients. The results are intended for specialists in the field of system optimization, decision-making, optimal planning and management of resource allocation and processing processes.
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