摘要
在有补分配完备格上,建立概率、Fuzzy测度与证据理论.讨论了它们的基本特性,给出了三者之间的相互关系.格上的概率与Fuzzy测度类似于通常σ-环上的概率与Fuzzy测度,因为原有的证据理论是在有限集上建立的,为了能在无限格上讨论,现在的定义略有某些差别.
On complemented distributive complete lattuce establish probability fuzy measures and evidence theory, discuss their properties and relative. Probability and fuzzy measures of lattice similar with general probability and fuzzy measures of σ- ring. Becaue former evidence theory is for finite sets establish, now definition is different from the former theory.
出处
《喀什师范学院学报》
2007年第3期5-7,共3页
Journal of Kashgar Teachers College
基金
陕西理工学院科研基金项目(SLGK0407)
