9 papers on analysis / by V. M. Adamjan ... [et al.]. Series 2, volume 111

Contributor(s): Adamian, V. MMaterial type: Computer fileComputer fileSeries: American Mathematical Society Translations: Series 2Publication details: Providence : American Mathematical Society, 1978Description: 1 online resource (iii, 219 p.)ISBN: 9781470433222 (online)Subject(s): Mathematical analysisOnline resources: Click here to access online
Contents:
On limits of indeterminacy of partial sums of universal trigonometric series /; On limit functions of trigonometric series /; Universal sequences of functions /; On the quotient norm of singular integral operators /; On composite linear singular integral operators /; Infinite Hankel block matrices and related extension problems /; Study of difference schemes for nonlinear equations by a variational method /; Foundations of multistage system optimization /; On control tactics for complex systems and their relation to physiology / D. E. Mensov; D. E. Mensov; D. E. Mensov; I. C. Gohberg and N. Ja. Krupnik; I. C. Gohberg and N. Ja. Krupnik; V. M. Adamjan, D. Z. Aroz and M. G. Krein; A. D. Ljasko and M. M. Karcevskii; Petr Mandl; I. M. Gelfand, V. S. Gurfinkel and M. L. Cetlin
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Translation from Russian.;Table of contents also in Russian.

Includes bibliographical references.

On limits of indeterminacy of partial sums of universal trigonometric series /; On limit functions of trigonometric series /; Universal sequences of functions /; On the quotient norm of singular integral operators /; On composite linear singular integral operators /; Infinite Hankel block matrices and related extension problems /; Study of difference schemes for nonlinear equations by a variational method /; Foundations of multistage system optimization /; On control tactics for complex systems and their relation to physiology / D. E. Mensov; D. E. Mensov; D. E. Mensov; I. C. Gohberg and N. Ja. Krupnik; I. C. Gohberg and N. Ja. Krupnik; V. M. Adamjan, D. Z. Aroz and M. G. Krein; A. D. Ljasko and M. M. Karcevskii; Petr Mandl; I. M. Gelfand, V. S. Gurfinkel and M. L. Cetlin

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