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A strong law of large numbers for NA random sequences
2008
Negatively associated(NA) random variables,which includes a set of independent random variables,are a more general class of random variables which have been applied to many practical fields.In this paper,under unrestrictive conditions,the strong law of large numbers for NA random sequences with different distributions is studied.The results of previous researches are improved and extended.
Keywords:
- Random element
- Exchangeable random variables
- Multivariate random variable
- Sum of normally distributed random variables
- Central limit theorem
- Independent and identically distributed random variables
- Continuous mapping theorem
- Discrete mathematics
- Convergence of random variables
- Mathematics
- Pairwise independence
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