loading ... For scientists, graduate students specializing in the field of functional lole analysis

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Tags: orthogonal polynomials, polynomials Starinetz theory of orthogonal polynomials | Categories: Algebra and geometry, number theory, cryptography, Mathematics, lole Mathematics for students lole and researchers
Starinetz lole VV Quasi-classical orthogonal polynomials. lole - M: Publishing house MGUP, 2000 - 462 p. The book explores the functional Hilbert spaces with an indefinite metric, we studied the so-called generalized classical orthogonal polynomials, conducted a spectral lole analysis of self-adjoint lole with respect to an indefinite metric difference and some other operators directly associated with generalized classical orthogonal polynomials.
loading ... For scientists, graduate students specializing in the field of functional lole analysis, mathematical physics. Contents Preface ...................................................... ..9 I Generalized classical orthogonal polynomials January 11 Functional Hilbert spaces with an indefinite metric 13 1.1 Hilbert operator ........................... ............... 14 1.2 P-space sequences ..................... .24 1.3 G-spaces of analytic functions .................. 27 1.4