Necessary and sufficient condition for the uniform law of large numbers

Author:

Hoffmann-Jørgensen J.

Publisher

Springer Berlin Heidelberg

Reference9 articles.

1. N.T. Andersen, A central limit theorem for non-separable valued functions, Mat. Inst. Aarhus University 1984, Preprint Series No.

2. A. Beck, On the strong law of large numbers, Ergodic Theory Proc. Int. sympt. New Orleans 1961 (ed. F.B. Wright), Academic Press

3. V. Dobric, Counter examples for the law of large numbers in some Banach spaces, Mat. Inst. Aarhus University, Preprint Series No.

4. E. Giné and J. Zinn, Some limits theorems for empirical processes, (to appear in Ann.Prob.)

5. J. Hoffmann-Jørgensen, Probability in B-spaces, Functional Analysis, Proc. Conf. Dobrovnik Yugoslavia 1981, Springer Verlag 1982 (LNS 948) (ed. Butkovic et al.)

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1. The the uniform mean-square ergodic theorem for wide sense stationary processes;Stochastic Analysis and Applications;1998-01

2. On Hoffmann-Jørgensen-type Inequalities for Outer Expectations with Applications;Results in Mathematics;1997-08

3. The Uniform Ergodic Theorem for Dynamical Systems;Convergence in Ergodic Theory and Probability;1996-12-31

4. Uniform Convergence of Martingales;Probability in Banach Spaces 7;1990

5. The law of large numbers in locally convex spaces;Probability Theory and Related Fields;1988-07

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