Ten papers on functional analysis and measure theory / by L. M. Abramov [and others]. Series 2, volume 49

Contributor(s): Abramov, Leonid MikhailovichMaterial type: Computer fileComputer fileSeries: American Mathematical Society Translations: Series 2Description: 1 online resource (1 online resource (iv, 268 pages).)ISBN: 9781470432607 (online)Subject(s): Functional analysisMeasure theoryOnline resources: Click here to access online
Contents:
Equations of parabolic type in a Banach space /; Necessary conditions for the optimality of control in Banach spaces /; On unitary representations of solvable groups in spaces with an indefinite metric /; On unitary representations of the Lorentz group in a space with indefinite metric /; Regularisation in a certain class of nonintegrable functions and its connection with the problem of division /; The factorization problem for operator functions /; The entropy of a derived automorphism /; On the entropy of a flow /; Selected topics from the metric theory of dynamical systems /; Asymptotic behavior of solutions of parabolic equations and an ergodic property of nonhomogenous diffusion processes / P. E. Sobolevskii; Ju. V. Egorov; M. A. Naimark; M. A. Naimark; V. P. Palamodov; I. C. Gohberg; L. M. Abramov; L. M. Abramov; V. A. Rohlin; A. M. Illn and R. Z. Hasminskii
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"Published under Grant NSF-GN410 from the National Science Foundation"--Title page verso.

Includes bibliographical references.

Equations of parabolic type in a Banach space /; Necessary conditions for the optimality of control in Banach spaces /; On unitary representations of solvable groups in spaces with an indefinite metric /; On unitary representations of the Lorentz group in a space with indefinite metric /; Regularisation in a certain class of nonintegrable functions and its connection with the problem of division /; The factorization problem for operator functions /; The entropy of a derived automorphism /; On the entropy of a flow /; Selected topics from the metric theory of dynamical systems /; Asymptotic behavior of solutions of parabolic equations and an ergodic property of nonhomogenous diffusion processes / P. E. Sobolevskii; Ju. V. Egorov; M. A. Naimark; M. A. Naimark; V. P. Palamodov; I. C. Gohberg; L. M. Abramov; L. M. Abramov; V. A. Rohlin; A. M. Illn and R. Z. Hasminskii

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