集值Pramart的Riesz逼近

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Riesz Approximation of Setvalued Pramart

LI Gaoming¹, ZHAO Hui²

1. Department of Mathematics, Engineering College of Armed Police Force, Xi’an 710086, China;2. Education Research Center of Minority Nationality, Shaanxi Normal University, Xi’an 710062, China

Received:2008-04-14 Revised:1900-01-01 Online:2009-01-26 Published:2009-01-26
Contact: LI Gaoming

Abstract

Abstract: On the basis of letting （X,‖·‖） will be a real separable Banach space with the dual X^*, (Ω,B,P)be a complete probability space, further, {B_n,n≥1}be a increase sub σfields filtration of B, and B=∨B_n, the properties of set valued Pramart are discussed, including its in means weak and KuratowskiMosco convergence theorem.

Key words: setvalued Subpramart, setvalued Pramart, weak convergence, KuratowskiMosco convergence

CLC Number:

O211.6

LI Gaoming, ZHAO Hui. Riesz Approximation of Setvalued Pramart[J].J4, 2009, 47(01): 9-12.

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Riesz Approximation of Setvalued Pramart

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