An iterative decomposition method for extremal problems

Общая информация

 Аннотация

    The method of iterative aggregation is applied to infinite-dimension problems of a wide class(in Banach spaces etc.). The substantiation is based on the Kuhn-Tucker theory for problems in functional spaces.

 Ключевые слова

    iterative decomposition method; extremal problems; macrovariables; aggregation of variables; linear and nonlinear finite-dimensional mathematical programming; calculus of variations; continuous and discrete optimal control
 

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