Author(s):
Azevedo, Cecília Maria 
Date: 2008
Persistent ID: http://hdl.handle.net/1822/9431
Origin: RepositóriUM - Universidade do Minho
Subject(s): Association; Convergence rates; Kernel estimation
Document details
A note on convergence rates in the strong law of large numbers for associated s...
Description
Let $X_n,\,n\in \N$, be a strictly stationary sequence of centered and associated real random variables. Sufficient conditions for the strong law of large numbers to hold are known, but no rates of convergence where given. We derive an upper bound for this convergence rate. This rate is made explicit for geometrically decreasing covariances.
Let $X_n,\,n\in \N$, be a strictly stationary sequence of centered and associated real random variables. Sufficient conditions for the strong law of large numbers to hold are known, but no rates of convergence where given. We derive an upper bound for this convergence rate. This rate is made explicit for geometrically decreasing covariances.
Document Type
Conference Object
Language English
Language English
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