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Continuous Archimedean t-norms and their bounds

机译:连续的阿基米德t范数及其范围

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摘要

Upper and lower bounds in the class of continuous Archimedean t-norms are studied. The existence of strict (nilpotent) bounds of finite families of strict (nilpotent) t-norms is shown in a constructive way, based on the additive generators of the corresponding t-norms. In general, a nilpotent lower bound and a strict upper bound of a finite system of any continuous Archimedean t-norms can be found. Some examples and some applications are given. By the duality, similar results for Bounds of continuous Archimedean t-conorms can be derived.
机译:研究了连续阿基米德t模中的上下界。基于对应的t模的加性生成器,以构造性方式显示了严格的(幂等)t模的有限族的严格(幂等)界。通常,可以找到任何连续的阿基米德t模的有限系统的幂等下界和严格上界。给出了一些例子和一些应用。通过对偶性,可以得出连续的阿基米德t-定理界的相似结果。

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