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Characterization of uninorms with continuous underlying t-norm and t-conorm by their set of discontinuity points

机译:具有连续基础t-范数的非常规的表征   t-conorm由他们的不连续点组成

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摘要

Uninorms with continuous underlying t-norm and t-conorm are discussed andproperties of the set of discontinuity points of such a uninorm are shown. Thisset is proved to be a subset of the graph of a special symmetric, surjective,non-increasing multi-function. A sufficient condition for a uninorm to havecontinuous underlying operations is also given. Several examples are included.
机译:讨论了具有连续基础t-范数和t-conorm的单范数,并显示了此类单范数的不连续点集的性质。事实证明,此集是特殊的对称,排斥性,非递增多功能图的子集。还给出了一个单一的具有连续的基础操作的充分条件。包括几个示例。

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