رکورد قبلیرکورد بعدی

" The concentration of measure phenomenon / "


Document Type : BL
Record Number : 700466
Doc. No : b522655
Main Entry : Ledoux, Michel,1958-
Title & Author : The concentration of measure phenomenon /\ Michel Ledoux.
Publication Statement : Providence, R.I. :: American Mathematical Society,, c2001.
Series Statement : Mathematical surveys and monographs,; v. 89
Page. NO : x, 181 p. ;; 27 cm.
ISBN : 0821828649 (acid-free paper)
: : 9780821828649 (acid-free paper)
Bibliographies/Indexes : Includes bibliographical references (p. 171-179) and index.
Contents : Concentration Functions and Inequalities -- Concentration functions -- Deviation inequalities -- Observable diameter -- Expansion coefficient -- Laplace bounds and infimum-convolutions -- Isoperimetric and Functional Examples -- Isoperimetric examples -- Brunn-Minkowski inequalities -- Semigroup tools -- Concentration and Geometry -- Spectrum and concentration -- Spectral and diameter bounds -- Levy families -- Topological applications -- Euclidean sections of convex bodies -- Concentration in Product Spaces -- Martingale methods -- Convex hull approximation -- Control by several points -- Convex infimum-convolution -- The exponential distribution -- Entropy and Concentration -- Logarithmic Sobolev inequalities and concentration -- Product measures -- Modified logarithmic Sobolev inequalities -- Discrete settings -- Covariance identities -- Transportation Cost Inequalities -- Information inequalities and concentration -- Quadratic transportation cost inequalities -- Transportation for product and non-product measures -- Sharp Bounds on Gaussian and Empirical Processes -- Gaussian processes -- Bounds on empirical processes -- Sharper bounds via the entropic method -- Selected Applications -- Concentration of harmonic measures -- Concentration for independent permutations -- Subsequences, percolation, assignment -- The spin glass free energy -- Concentration of random matrices.
Subject : Concentration functions.
Subject : Measure theory.
Subject : Probabilities.
LC Classification : ‭QA273.43‬‭.L43 2001‬
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