Ten papers in analysis, by M. S. Budjanu [and others] Series 2, volume 102

Contributor(s): Budianu, M. SMaterial type: Computer fileComputer fileSeries: American Mathematical Society Translations: Series 2Publication details: Providence, R.I., American Mathematical Society, 1973Description: 1 online resource (iv, 252 p.)ISBN: 9781470433130 (online)Subject(s): Mathematical analysisOnline resources: Click here to access online
Contents:
General theorems on the factorization of matrix-valued functions. I. Fundamental theorem /; General theorems on the factorization of matrix-valued functions. II. Some tests and their consequences /; Functions with dominant mixed derivative satisfying a multiple Holder condition /; Approximation of functions in the mean by trigonometric polynomials /; M. S. Budjanu and I. C. Gohberg; M. S. Budjanu and I. C. Gohberg; S. M. Nikolskii; S. M. Nikolskii; Ju. I. Neimark; M. V. Keldys; V. A. Marcenko; B. M. Levitan; B. M. Levitan; A. I. Zukov
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Link to resource Accessible Online EBK20756
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Translation from Russian.

Includes bibliographical references.

General theorems on the factorization of matrix-valued functions. I. Fundamental theorem /; General theorems on the factorization of matrix-valued functions. II. Some tests and their consequences /; Functions with dominant mixed derivative satisfying a multiple Holder condition /; Approximation of functions in the mean by trigonometric polynomials /; decomposition of the space of quasi-polynomials (On the stability of linearized distributive systems) /; On a Tauberian theorem /; Theorems of Tauberian type in the spectral analysis of differential operators /; On the asymptotic behavior of the spectral function of a selfadjoint differential equation of the second order and on expansion in eigenfunctions /; On the spectral function of the equation " + (\lambda - q(x))y = 0 /; A limit theorem for difference operators / M. S. Budjanu and I. C. Gohberg; M. S. Budjanu and I. C. Gohberg; S. M. Nikolskii; S. M. Nikolskii; Ju. I. Neimark; M. V. Keldys; V. A. Marcenko; B. M. Levitan; B. M. Levitan; A. I. Zukov

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