Weak compactness implies strong compactness in the space of uniform measures

Schachermayer, Walter. "Weak compactness implies strong compactness in the space of uniform measures." Abstracta. 7th Winter School on Abstract Analysis. Praha: Czechoslovak Academy of Sciences, 1979. 73-78. <http://eudml.org/doc/221639>.

@inProceedings{Schachermayer1979,
author = {Schachermayer, Walter},
booktitle = {Abstracta. 7th Winter School on Abstract Analysis},
keywords = {Abstract analysis; Winter school; Prague; Boolean algebras; convolution of distributions; first category; extreme contractions; algebraic approach to quantum field theory; Radon-Nikodym type properties; paracompactness of GO-spaces; Banach space valued weakly almost-periodic functions; weak P-points in compact F-spaces; Commutative harmonic analysis; Lusin sieve; Invalid Vitali theorems; Markoff property of generalized random fields; nonzero-dimensional atoms; compactness in the space of uniform measures; Lebesgue nullsets; extensors in uniform spaces; G-compactifications; rough norms on Banach spaces; measurability of trajectories of a stochastic process; differentiation of metric projections; Integral representations},
location = {Praha},
pages = {73-78},
publisher = {Czechoslovak Academy of Sciences},
title = {Weak compactness implies strong compactness in the space of uniform measures},
url = {http://eudml.org/doc/221639},
year = {1979},
}

TY - CLSWK
AU - Schachermayer, Walter
TI - Weak compactness implies strong compactness in the space of uniform measures
T2 - Abstracta. 7th Winter School on Abstract Analysis
PY - 1979
CY - Praha
PB - Czechoslovak Academy of Sciences
SP - 73
EP - 78
KW - Abstract analysis; Winter school; Prague; Boolean algebras; convolution of distributions; first category; extreme contractions; algebraic approach to quantum field theory; Radon-Nikodym type properties; paracompactness of GO-spaces; Banach space valued weakly almost-periodic functions; weak P-points in compact F-spaces; Commutative harmonic analysis; Lusin sieve; Invalid Vitali theorems; Markoff property of generalized random fields; nonzero-dimensional atoms; compactness in the space of uniform measures; Lebesgue nullsets; extensors in uniform spaces; G-compactifications; rough norms on Banach spaces; measurability of trajectories of a stochastic process; differentiation of metric projections; Integral representations
UR - http://eudml.org/doc/221639
ER -