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KCI등재 학술저널

THE COMPLETE CONVERGENCE FOR DEPENDENT RANDOM VARIABLES IN HILBERT SPACES

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We study the complete convergence for sequences of dependent random variables in Hilbert spaces. Results are obtained for negatively associated random variables and ϕ-mixing random variables in Hilbert spaces.

Abstract

1. Introduction

2. Some lemmas

3. Negatively associated H-valued random variables

4. A sequence of ϕ-mixing random variables

References

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