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On the weal law of large numbers for sequences of Banach space valued random elements

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Abstract

We establish a weak law of large numbers for sequenceof random elements with values in p-uniformly smooth Banachspace. Our result is more general and stronger than some well-known ones.

참고문헌 (6)

  1. "Weak laws with random indices for arraysof random elements in Rademacher type p Banach spaces", (3), pp.605~623 (1997)
  2. "On the weak lawfor randomly indexed partial sums for arrays of random elements in martingaletype p Banach spaces", 46(2), pp.177~185 (2000)
  3. "On the convergence of weighted sums of martingaledierences", pp.53~ (1988)
  4. "Graduate Texts in Mathematics", 45 (1977), Springer-Verlag
  5. "Weak law of large numbers for arrays of random variables", 42(3), pp.293~298 (1998)
  6. "Geometry and martingale in Banach spaces II. Independent increments" (1978), Press New York

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