A “coboundary” theorem for sums of random variables taking their values in a Banach space-Reference-Cited by-同舟云学术

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A “coboundary” theorem for sums of random variables taking their values in a Banach space

Published:1997-04-01 Issue:2 Volume:178 Page:201-224
ISSN:0030-8730
Container-title:Pacific Journal of Mathematics
language:en
Short-container-title:Pacific J. Math.

Author:

Bradley Richard C.

Publisher

Mathematical Sciences Publishers

Subject

General Mathematics

Reference7 articles.

1. An extension of the Komlós subsequence theorem

2. On a theorem of K. Schmidt

3. A “Multiplicative Coboundary” theorem for some sequences of random matrices

4. Mathematical Centre Tracts;van Dulst,1978

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1. On Null-Homology and Stationary Sequences;Journal of Theoretical Probability;2023-02-24

2. A moment coboundary theorem for C[0,1]-valued random fields;Statistics & Probability Letters;2018-11

3. AN Lp ‘COUSIN OF COBOUNDARY’ THEOREM FOR RANDOM FIELDS;Journal of the Australian Mathematical Society;2008-08

4. An Example Concerning Tightness of Sums of B-Valued Random Variables;High Dimensional Probability II;2000

5. On Tightness of Partial Sums from Strictly Stationary, Absolutely Regular Sequences of B-Valued Random Variables;Journal of Mathematical Analysis and Applications;1999-12

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