Linear Multivariable Systems Optimization Methods
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Abstract The problem of dynamic optimization for Linear multivariable systems is reducible bo a mathematical programming problem in a functional space. The specific feature of the class of systems under study is that all components of some matrices are non-negative. These conditions are satis Pied by a number of important optimization problems for economic systems and for 3ystems described by equations of mathe-matical physics (in particular, the problem of oil recovery optimization with the elastic properties of the layer being one of the variables). Two effective computing methods are proposed that make use of the specifics of its structure.
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