Автор(ы): Каменщиков М. А. (ИПУ РАН, Лаборатория 08) НЕАКТУАЛЬНАЯ ЗАПИСЬАвтор(ов): 1 Параметры публикацииТип публикации: Статья в журнале/сборникеНазвание: Transfer functions of optimum filters of different dynamic orders for discrete systemsISBN/ISSN: 0278-6419DOI: 10.3103/S0278641921020035Наименование источника: Moscow University Computational Mathematics and CyberneticsОбозначение и номер тома: Vol. 45, № 2Город: New YorkИздательство: Allerton Press Inc.Год издания: 2021Страницы: 60–70 АннотацияThe problem of constructing optimum observers (filters) of different dynamic orders is considered for stochastic control objects in discrete time. Analytical expressions are obtained for the transfer functions of filters,which allow us to calculate the quadratic optimality criterion. With an example of a fourth-order system, the constructed filters are compared by the mean-square observation error in the steady state. Библиографическая ссылка: Каменщиков М.А. Transfer functions of optimum filters of different dynamic orders for discrete systems // Moscow University Computational Mathematics and Cybernetics. 2021. Vol. 45, № 2. С. 60–70.