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The sensitivity functionals in the Bolts's problem for multivariate dynamic systems described by ordinary integral equations A. I. Rouban

By: Rouban, Anatoly I, 1943-Material type: ArticleArticleOther title: Функционалы чувствительности в задаче Больца для многомерных динамических систем, описываемых обыкновенными интегральными уравнениями [Parallel title]Subject(s): вариационный метод | функционалы чувствительности | интегральные уравнения | Больца задача | сопряженные уравнения | Вольтерра интегральные уравнения второго родаGenre/Form: статьи в журналах Online resources: Click here to access online In: Вестник Томского государственного университета. Управление, вычислительная техника и информатика № 38. С. 30-36Abstract: The variation method is applied to calculation sensitivity functionals, which connect the first variation of quality func-tionals of systems operate (the Bolts's problem) with variations of variables and constant parameters, for the multidimensional nonlinear dynamic systems described by the generalized ordinary Volterra's second-kind integral equations.
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The variation method is applied to calculation sensitivity functionals, which connect the first variation of quality func-tionals of systems operate (the Bolts's problem) with variations of variables and constant parameters, for the multidimensional nonlinear dynamic systems described by the generalized ordinary Volterra's second-kind integral equations.

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