THE LATTICENESS OF L^1-BOUNDED PRAMARTS

THE LATTICENESS OF L^1-BOUNDED PRAMARTS

导出

摘要 Let ((?),(?),P) be a probability space, ((?)_n)n≥1 an increasing sequence of σ-algebras contained in (?) and T the set of all bounded stopping times. An integrable adapted (realvalued) sequence (x_n,(?)_n)_n≥1 is a Pramart, if for any ε>0,

作者汪振鹏

机构地区 Department of Mathematical Statistics

出处《Chinese Science Bulletin》 SCIE EI CAS 1986年第21期1509-,共1页

关键词 STOPPING adapted INTEGRABLE contained Edgar ANSWER VALUED 主一 naturally holds

分类号 O1 [理学—基础数学]

引文网络
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Chinese Science Bulletin

1986年第21期

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THE LATTICENESS OF L^1-BOUNDED PRAMARTS

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