Geometric aspects of functional analysis. Papers from the Israel seminar (GAFA) 2002--2003 (Q1890498)

The articles of this volume will be reviewed individually. The preceding seminar (2001--2002) has been reviewed (see Zbl 1009.00019). Indexed articles: \textit{Alesker, S.}, A topological obstruction to existence of quaternionic Plücker map, 1-7 [Zbl 1063.55016] \textit{Alesker, S.}, Hard Lefschetz theorem for valuations and related questions of integral geometry, 9-20 [Zbl 1070.52007] \textit{Alesker, S.}, SU (2)-invariant valuations, 21-29 [Zbl 1064.52010] \textit{Artstein, S.}, The change in the diameter of a convex body under a random sign-projection, 31-39 [Zbl 1071.52005] \textit{Ball, K.}, An elementary introduction to monotone transportation, 41-52 [Zbl 1139.49303] \textit{Barthe, F.}, A continuous version of the Brascamp-Lieb inequalities, 53-63 [Zbl 1084.26011] \textit{Barthe, F.; Cordero-Erausquin, D.}, Inverse Brascamp-Lieb inequalities along the heat equation, 65-71 [Zbl 1086.26010] \textit{Benjamini, I.; Schramm, O.}, Pinched exponential volume growth implies an infinite dimensional isoperimetric inequality, 73-76 [Zbl 1063.05125] \textit{Bourgain, J.}, On localization for lattice Schrödinger operators involving Bernoulli variables, 77-99 [Zbl 1083.35073] \textit{Bourgain, J.; Klartag, B.; Milman, V.}, Symmetrization and isotropic constants of convex bodies, 101-115 [Zbl 1070.52002] \textit{Gluskin, E.}, On the multivariable version of Ball's slicing cube theorem, 117-121 [Zbl 1077.52004] \textit{Gluskin, E.; Milman, V.}, Geometric probability and random cotype 2, 123-138 [Zbl 1087.46006] \textit{Johnson, W. B.; Schechtman, G.}, Several remarks concerning the local theory of \(L_p\) spaces, 139-148 [Zbl 1085.46006] \textit{Klartag, B.}, On John-type ellipsoids, 149-158 [Zbl 1067.52004] \textit{Litvak, A. E.; Milman, V. D.; Tomczak-Jaegermann, N.}, Isomorphic random subspaces and quotients of convex and quasi-convex bodies, 159-178 [Zbl 1071.52007] \textit{Lyubich, Yu. I.}, Almost Euclidean subspaces of real \(\ell^n_p\) with \(p\) an even integer, 179-192 [Zbl 1066.46008] \textit{Mendelson, S.}, Geometric parameters in learning theory, 193-235 [Zbl 1062.68066] \textit{Milman, V. D.; Pajor, A.}, Essential uniqueness of an M-ellipsoid of a given convex body, 237-241 [Zbl 1067.52005] \textit{Pastur, L.}, On the thermodynamic limit for disordered spin systems, 243-268 [Zbl 1070.82017] \textit{Pisier, G.}, On Read's proof that \(B(\ell_1)\) is not amenable, 269-275 [Zbl 1072.46032] \textit{Zvavitch, A.}, An isomorphic version of the Busemann-Petty problem for Gaussian measure, 277-283 [Zbl 1079.52004]