Overview

This first volume presents the theory and methods of solving vector optimization problems, using initial definitions that include axioms and the optimality principle. This book proves, mathematically, that the result it presents for the solution of the vector (multi-criteria) problem is the optimal outcome, and, as such, solves the problem of vector optimization for the first time. It shows that applied methods of solving vector optimization problems can be used by researchers in modeling and simulating the development of economic systems and technical (engineering) systems.

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9781527548312

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Yu. K. Mashunin holds 2 PhDs, and is Professor of Public and Municipal Administration at Far Eastern Federal University, Russia. His scientific interests are bound to mathematical model operation and optimization of technical systems, vector problems, and the model operation of economic systems and processes. He has published around 150 scientific works, including eight books and 14 manuals.

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