XU Bing. Strong Convergence Rates for Non-Stationary α-mixing Product Partial Sum Processes Indexed by Sets[J]. Chinese Journal of Applied Probability and Statistics, 1998, 14(1): 24-30.
Citation:
XU Bing. Strong Convergence Rates for Non-Stationary α-mixing Product Partial Sum Processes Indexed by Sets[J]. Chinese Journal of Applied Probability and Statistics, 1998, 14(1): 24-30.
XU Bing. Strong Convergence Rates for Non-Stationary α-mixing Product Partial Sum Processes Indexed by Sets[J]. Chinese Journal of Applied Probability and Statistics, 1998, 14(1): 24-30.
Citation:
XU Bing. Strong Convergence Rates for Non-Stationary α-mixing Product Partial Sum Processes Indexed by Sets[J]. Chinese Journal of Applied Probability and Statistics, 1998, 14(1): 24-30.
Strong Convergence Rates for Non-Stationary α-mixing Product Partial Sum Processes Indexed by Sets
Under the i.i.d, condition. J. S. Kwon （J. Mult. Anal. 49（1994）, 76-86） showed the law of large nunber for product partial sum processes indexed by sets. In this article, we extend his results to the dependent case, and we estashed strong convergence rate of law of the iterated logarishm.
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