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초록· 키워드
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Let {V_{nk}, k ge 1, nge 1} be an array of rowwise independent random elements which are stochasticallydominated by a random variable X with E|X|^{frac{alpha}{gamma}+theta}log^rho (|X|) <infty for somerho>0, alpha>0, gamma>0, theta>0 such that theta+alpha/gamma<2.Let {a_{nk}, k ge 1, nge 1} be an array of suitable constants.A complete convergence result is obtained for the weighted sums of the form sum_{k=1}^infty a_{nk}V_{nk}.
목차
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참고문헌 (11)
참고문헌 신청
/ 1949 / On a theorem of Hsu and Robbins 20 : 286 ~
/ 1950 / Remark on my paper ``On a theorem of Hsu and Robbins : 138 ~
/ 1965 / Convergence rates in the law of large numbers 120 : 108 ~
/ 1993 / Convergence rates on strong laws of large numbers for arrays of rowwise independent elements : 115 ~
/ 1994 / On complete convergence in a Banach space 17 (1) : 1 ~
/ 1950 / Remark on my paper ``On a theorem of Hsu and Robbins : 138 ~
/ 1965 / Convergence rates in the law of large numbers 120 : 108 ~
/ 1993 / Convergence rates on strong laws of large numbers for arrays of rowwise independent elements : 115 ~
/ 1994 / On complete convergence in a Banach space 17 (1) : 1 ~
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