Riesz Decomposition Theorems for Continuous-time Fuzzy Supermartingales  

Riesz Decomposition Theorems for Continuous-time Fuzzy Supermartingales

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作  者:Feng Yuhu(冯玉瑚) 

机构地区:[1]Department of Applied Mathematics, Dong Hua University, Shanghai, 200051

出  处:《Journal of Donghua University(English Edition)》2001年第3期20-23,共4页东华大学学报(英文版)

摘  要:Compared with discrete- time fuzzy supermartingales, the structure and the properties of trajectories for continuous-time fuzzy supermartingales are more complex. This paper focuses on Riesz decomposition for continuous-time fuzzy supermartingales. The concepts of two types of Riesz decomposition (Riesz decomposition and level Riesz decomposition) are given and some necessary and sttfficient conditions of that a continuous time fuzzy supermartingale has Riesz decomposition are discussed in detail.Compared with discrete-time fuzzy supermartingales, the structure and the properties of trajectories for continuous-time fuzzy supermartingales are more complex. This paper focuses on Riesz decomposition for continuous-time fuzzy supermartingales. The concepts of two types of Riesz decomposition (Riesz decomposition and level Riesz decomposition) are given and some necessary and sufficient conditions of that a continuous-time fuzzy supermartingale has Riesz decomposition are discussed in detail.

关 键 词:FUZZY number  FUZZY martingale  FUZZY SUPERMARTINGALE   FUZZY potential  RIESZ decomposition. 

分 类 号:O1[理学—数学]

 

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