This volume represents the sum of the author's research in the local parametric optimization of finite-dimensional cases. It presents a complete formulation of the main perturbation theory problems for finite-dimensional optimization, as well as new mathematical methods to analyze these problems. Using a unified approach, the author has developed a general perturbation theory for finite-dimensional extremum problems. Within the framework of this theory, methods for studying perturbed problems in zero-, first-and second-order approximations have been developed.
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Evgenij S. Levitin is currently engaged in research at the Institute for Systems Analysis at the Russian Academy of Sciences.
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