Control of the systems subjected to amplitude perturbations
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It is considered mini-max, realistic and applied approaches for formulating and solving the problem of control of the system subjected to amplitude perturbations (vitality problem). It is shown that vitality problem for linear controlled system is reduced to the problem of solving specific linear problem.One important problem of constructing of terminal set by system of linear inequalities is solved.
Abstract
It is considered mini-max, realistic and applied approaches for formulating and solving the problem of control of the system subjected to amplitude perturbations (vitality problem). It is shown that vitality problem for linear controlled system is reduced to the problem of solving specific linear problem.One important problem of constructing of terminal set by system of linear inequalities is solved.
참고문헌 (4)
- A. I. Shtern, "Closeness and equivalence of some unbounded representations of amenable groups", Advanced Studies in Contemporary Mathematics, 23(3), pp.367~373 (2013), 장전수학회
- D.V.Dolgy, "Vitality problem for linear controlled system. Advanced Studies in Contemporary Mathematics", Jangjeon Mathematical Society, 1(23), pp.213~218 (2013)
- L.T.Aschepkov, "Control of the linear multistep systems in conditions of uncertainty", Far Eastern Mathematical Collection, (4), pp.95~104 (1997)
- L.T.Aschepkov, "The index of interval inequality: properties and applications", Computing Technologies, 11(4), pp.13~22 (2006)