Proceedings of the St. Petersburg Mathematical Society, Volume IV
O. A. Ladyzhenskaya, Russian Academy of Sciences, Steklov Mathematical
Institute, St. Petersburg, Russia
This volume is devoted to analysis, probablility and applications.
It includes useful surveys by
Pastur on random operators and their applications, Feldman on harmonic
analysis and analogues
of LeviKhinchin formulas on abelian groups, and Kerov on application
of representation theory
of symmetric groups to classical analysis. Also featured are products
of random operators,
convolution of abelian groups, orthogonal polynomials, and semiordered
Banach spaces.
Contents

S. G. Bobkov  The Gaussian oscillation on convex sets

V. V. Borzov  On the limit distribution of a homogeneous polynomial on
the unit sphere of large dimension

I. K. Daugavet  The splitting method in the operator approximation problem

G. M. Fel'dman  Measures on Abelian groups (a survey)

A. Kaneko  On extension of analytic solutions of linear partial differential
equations

S. Kerov  A differential model for the growth of Young diagrams

V. V. Zhuk and G. I. Natanson  Approximation of functions on standard
simplexes

L. A. Pastur  Spectral properties of random selfadjoint operators and
matrices (a survey)

T. A. Suslina  Asymptotics of the spectrum for two model problems in
the theory of liquid vibrations

A. I. Veksler and A. V. Koldunov  Countable analogues of pseudocompact
and StoneCech extensions

N. S. Ermolaeva  Julian Vasil'evich Sokhotskii (18421927)

Publisher: American Mathematical Society

Distributor: American Mathematical Society

Series: American Mathematical Society TranslationsSeries 2, ISSN:
00659290

Volume: 188

Publication Year: 1998

ISBN: 0821806130

Paging: 250 pp.

Binding: Hardcover

List Price: $115

Institutional Member Price: $92

Individual Member Price: $69

Itemcode: TRANS2/188
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