Uniform Integrability of Mean-Square Henstock Integral for theSequence of Fuzzy Stochastic Process
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Uniform Integrability of Mean-Square Henstock Integral for theSequence of Fuzzy Stochastic Process
Acta Scientiarum Naturalium Universitatis SunYatseniVol. 51, Issue 4, Pages: 41-44(2012)
作者机构:
宝鸡文理学院数学系,陕西,宝鸡,721013
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Published:2012,
Published Online:25 July 2012,
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REN Aihong. Uniform Integrability of Mean-Square Henstock Integral for theSequence of Fuzzy Stochastic Process. [J]. Acta Scientiarum Naturalium Universitatis SunYatseni 51(4):41-44(2012)
DOI:
REN Aihong. Uniform Integrability of Mean-Square Henstock Integral for theSequence of Fuzzy Stochastic Process. [J]. Acta Scientiarum Naturalium Universitatis SunYatseni 51(4):41-44(2012)DOI:
Uniform Integrability of Mean-Square Henstock Integral for theSequence of Fuzzy Stochastic Process
Definition of uniform integrability of mean-square Henstock integral for the sequence of fuzzy stochastic process is introduced.A necessary and sufficient condition of uniform integrability of mean-square Henstock integral for the sequence of fuzzy stochastic process is studied. Finally
convergence theorem is obtained.
关键词
二阶模糊随机过程均方Henstock积分均方一致Henstock可积
Keywords
second-order fuzzy stochastic processmean-square Henstock integraluniform mean-square Henstock integral