Titlebook: Interpolation Theory and Its Applications; L. A. Sakhnovich Book 1997 Kluwer Academic Publisher 1997 Finite.Identity.difference equation.e

上釉彩

Operator Identities and Interpolation Problems,tial contribution to the theory of interpolation problems was made by V.P.Potapov [44]–[46]. He developed a method reducing interpolation problems to the corresponding matrix inequalities, containing all information about the problem under investigation. However, while catching the general features

Spartan

Interpolation Problems in the Unit Circle, the problems in the circle, as in this way we manage to get rid of certain conditions which we have in Chapter I. These conditions are connected with the possibility of a jump of the distribution function τ(.) at the singular point . = ∞.

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Hermitian-Positive Functions of Several Variables,polation problems [53]). In many of these problems it becomes necessary to extend the Hermitian-positive functions onto a greater domain with the preservation of Hermitian positiveness. For the Hermitian-positive functions of one variable the extension problem was formulated and solved in the classi

malapropism

De Branges Spaces Of Entire Functions,n . (.). De Branges stated and solved the problem of description of measures in the Parseval equality for the space . (.) An exposition of de Branges’ results in terms of V.P.Potapov’s .-theory is given in the preprint by L.B.Golinsky and I. V. Mikhail ova (edited by V.P.Potapov) [19]. We consider t

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Integrable Nonlinear Equations (Discrete Case),rted using the method of the inverse spectral problem for the investigation of the nonlinear discrete systems [7]. A number of works on the application of the method of the inverse spectral problem both to discrete and continuous systems belongs to the author of this book [54], [55]. In this chapter

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L. A. Sakhnovichudes supplementary material: .Schnee und Eis sind faszinierende Stoffe, deren mechanische Eigenschaft nur schwer zu fassen sind, insbesondere wenn sie als Lawine ins Tal stürzen..Um typische Aufgaben der alpinen Bautechnik, wie Gründungen am Eis oder  Abschätzung des Schnee- oder Lawinendruckes, sor

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L. A. SakhnovichUm typische Aufgaben der alpinen Bautechnik, wie Gründungen am Eis oder  Abschätzung des Schnee- oder Lawinendruckes, sorgfältig behandelt zu können, ist ein fundiertes Verständnis der dafür verwendeten mechanischen Modelle notwendig. Andernfalls können diese Modelle, wie z.B. eine Simulationssoftwa