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Fixed points of involutive interval-valued negations

机译:对合的区间值求反的不动点

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摘要

Different from involutive negations on [0,1], the fixed points of an involutive interval-valued negation are uncountable. In this paper, all the fixed points of an involutive interval-valued negation are characterized. Also, it is proved that an involutive interval-valued negation is uniquely determined by its fixed points. Moreover, a constructive representation of involutive interval-valued negations is obtained.
机译:与[0,1]上的不合算式不同,对合的区间值取反的不动点是不可数的。本文描述了对合的区间值取反的所有不动点。而且,证明了对合的间隔值取反唯一地由其固定点确定。此外,获得了对合的区间值否定的构造表示。

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