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中文摘要：
研究了Lukasiewicz命题集的积分真度、发散度与相客度在[0，1]中的分布问题．利用一组公式所对应的McNaughtom函数，证明了Lukasiewicz逻辑系统中积分真度之集在[0，1]中稠密、发散度取值之集在[0，1]中稠密．结果表明，当Г有限且相容时，相客度取值之集在[1／2，1]中稠密．
英文摘要：
The distributions of the intergrated truth degrees, divergent degrees and consistency degrees in Lukasiewicz logic are discussed. Based on an analysis of the McNaughton founctions which are corresponded to a kind of formulas, it is proved that the set of all the intergrated truth degrees are dense in [0,1]. The density of divergent degrees in [ 0,1 ] is proved and the set of all the consistency degrees is proved to be dense in [ 1/2,1] when Г is finite and consistent.
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