Some results on reversed adapted sequences
Received:April 09, 1984  
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Xue Xinghong East China Normarl University 
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Abstract:
      Let X be a Banach space, (xn, Fn, n<- 1) a X-valued adapted sequence on probability space (Q, F, P) . Let T be all stopping times with respect to(Fn,n < - 1) . (xn, Fn,n< - 1) is called a T- uniform amart if there exists a t0∈T such that for each t∈T with t0,E‖xt‖<∞ and if (?)=0.In this paper we prove that.
Citation:
DOI:10.3770/j.issn:1000-341X.1988.01.025
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