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Liu, C.Y., Li, S.K. and Zhou, H.R. (2002) The Riesz Decomposition of Weak Set-Valued Amart. Applied Probability Statistics, 18, 173-175. (In Chinese)

has been cited by the following article:

• TITLE: The Riesz Decomposition of Set-Valued Superpramart

  AUTHORS: Shuyuan Li, Gaoming Li, Hang Dong, Caoshan Wang

  KEYWORDS: Set-Valued, Superpramart, Weak Convergence, Riesz Decomposition

  JOURNAL NAME: Journal of Applied Mathematics and Physics, Vol.4 No.7, July 25, 2016

  ABSTRACT: The paper proves the convergence theorem of set-valued Superpramart in the sense of weak convergence under the X* separable condition. Using support function and results about real-valued Superpramart, we give the Riesz decomposition of set-valued Superpramart.