Online Public Access Catalogue (OPAC)
Library,Documentation and Information Science Division

“A research journal serves that narrow

borderland which separates the known from the unknown”

-P.C.Mahalanobis


Asymptotic geometric analysis /



xix, 451 p. : illustrations ; 26 cm. - (Mathematical surveys and monographs ; v 202.) Content notes : 1. Convex bodies: Classical geometric inequalities --
2. Classical positions of convex bodies --
3. Isomorphic isoperimetric inequalities and concentration of measure --
4. Metric entropy and covering numbers estimates --
5. Almost Euclidean subspaces of finite dimensional normed spaces --
6. The $\ell$-position and the Rademacher projection --
7. Proportional theory --
8. M-position and the reverse Brunn-Minkowski inequality --
9. Gaussian approach --
10. Volume distribution in convex bodies --
Appendix A. Elementary convexity --
Appendix B. Advanced convexity --
Bibliography --
Subject index --
Author index. Functional analysis. Milman, Vitali D.,

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