Probability in Banach Spaces: Proceedings of the First International Conference on Probability in Banach Spaces, 20–26 July 1975, Oberwolfach

Absolute continuity and applications to information theory....Pages 1-11
Cancellation in Banach spaces....Pages 13-20
On sequences invariant under spreading in Banach spaces....Pages 21-31
Vector-valued martingales and their applications....Pages 33-51
Algebraic models for Gaussian measures on Banach spaces....Pages 53-65
Evaluations de drocessus Gaussiens composes....Pages 67-83
Functional central limit theorems in Banach spaces....Pages 85-88
Strong laws of large numbers for independent sequences of Banach space-valued random variables....Pages 89-99
Some remarks on the central limit theorem in C(S)....Pages 101-106
What second-order lipschitz conditions imply the CLT?....Pages 107-111
Central limit theorem in a Banach space....Pages 113-130
The law of the iterated logarithm for Banach space valued random variables....Pages 131-142
Distribution theory on Banach space....Pages 143-156
A theorem on the rademacher series with vector valued coefficients....Pages 157-158
Central limit problem on L p (p≥2) I. Lévy-Khinchine representation....Pages 159-166
Some new results on central limit theorems for C(S)-valued random variables....Pages 167-186
Almost sure convergence of weighted sums of random elements in Banach spaces....Pages 187-202
Sur la loi du logarithme itere dans les espaces de Banach....Pages 203-210
Invariance principle for Banach space valued random variables and under random partitions....Pages 211-219
Banach support of a probability measure in a locally convex space....Pages 221-226
Weak laws of large numbers in Banach spaces and their extensions....Pages 227-242
Decomposability properties of probability measures on Banach spaces....Pages 243-251
A strong law of large numbers for orthogonal Banach space-valued random variables....Pages 253-262
On weak second order and Gaussian random elements....Pages 263-272
Asymptotic behavior of martingales in Banach spaces....Pages 273-284
Problems....Pages 285-290