Search Results - "Wang, Zhudeng"

Residual coimplicators of left and right uninorms on a complete lattice by Wang, Zhudeng, Fang, Jin-xuan

“…Uninorms are an important generalization of triangular norms and conorms, having a neutral element lying anywhere in the unit interval, and left and right…”
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Residual operations of left and right uninorms on a complete lattice by Wang, Zhudeng, Fang, Jin-xuan

“…Uninorms are an important generalization of triangular norms and conorms, having a neutral element lying anywhere in the unit interval. In this paper, we…”
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On the direct decomposability of pseudo-t-norms, t-norms and implication operators on product lattices by Wang, Zhudeng, Fang, Jin-xuan

“…In this paper, we discuss the direct decomposability of pseudo-t-norms and t-norms on a product lattice, characterize the implication operator on a product…”
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Generating pseudo-t-norms and implication operators by Wang, Zhudeng

“…In this paper, we show that the set of all pseudo-t-norms, the set of all implications, the set of all infinitely ∨ -distributive pseudo-t-norms, and the set…”
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Left (right) semi-uninorms and coimplications on a complete lattice by Wang, Zhudeng

“…In this paper, we firstly discuss the deresidual operations of left (right) semi-uninorms and show which properties they satisfy. Then, we investigate the left…”
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Idempotent uninorms on a complete chain by Ouyang, Yao, Zhang, Hua-Peng, Wang, Zhudeng, De Baets, Bernard

“…We characterize idempotent uninorms on a complete chain in terms of decreasing unary functions with a symmetry-related property. As a particular case, we…”
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Pseudo-uninorms and coimplications on a complete lattice by Su, Yong, Wang, Zhudeng

“…Pseudo-uninorms are a generalization of uninorms by removing the commutativity from the axioms of the uninorms. In this paper, we further study pseudo-uninorms…”
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Discussing discrete 2-uninorms using lower and upper ordinal sums by Wang, Zhudeng, Zong, Wenwen, Su, Yong

“…A class of aggregation functions, called 2-uninorms, was introduced by Akella to bring uninorms and nullnorms into a common framework. In this article, a class…”
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Deresiduums of implications on a complete lattice by Su, Yong, Wang, Zhudeng

“…In this paper, we first discuss some properties of residuum and deresiduum of a binary operation on a complete lattice. Then, we investigate the relations…”
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Constructing implications and coimplications on a complete lattice by Su, Yong, Wang, Zhudeng

“…In this paper, we firstly give out the formulas for calculating the upper (lower) approximation implications and coimplications of a binary operation on a…”
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On triangular norms representable as ordinal sums based on interior operators on a bounded meet semilattice by Ouyang, Yao, Zhang, Hua-Peng, Wang, Zhudeng, De Baets, Bernard

“…First, we present construction methods for interior operators on a meet semilattice. Second, under the assumption that the underlying meet semilattices…”
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On the representation of internal uninorms on a bounded lattice by Ouyang, Yao, Zhang, Hua-Peng, Wang, Zhudeng, De Baets, Bernard

“…Internal uninorms on a bounded lattice always output one of the two input values and are nothing else but idempotent uninorms when the lattice is a chain. In…”
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A note on the representation theorem for nullnorms on bounded lattices by Wang, Zhudeng, Ouyang, Yao, Zhang, Hua-Peng, De Baets, Bernard

“…Recently, we presented a complete representation for nullnorms on bounded lattices, a class of ordered semigroups, in terms of two order-preserving maps, a…”
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A complete representation theorem for nullnorms on bounded lattices with ample illustrations by Zhang, Hua-Peng, Ouyang, Yao, Wang, Zhudeng, De Baets, Bernard

“…We present a complete representation theorem for nullnorms on bounded lattices. Explicitly, any nullnorm on a bounded lattice can be represented in terms of…”
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A representation of nullnorms on a bounded lattice in terms of beam operations by Zhang, Hua-Peng, Wang, Zhudeng, Ouyang, Yao, De Baets, Bernard

“…We introduce three broad classes of nullnorms on a bounded lattice and lay bare the structure of their members. For that purpose, we introduce particular…”
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A characterization of the classes Umin and Umax of uninorms on a bounded lattice by Zhang, Hua-Peng, Wu, Mingxiu, Wang, Zhudeng, Ouyang, Yao, De Baets, Bernard

“…As generalizations of the classes Umin and Umax of uninorms on the real unit interval, we introduce the classes Umin and Umax of uninorms on a bounded lattice…”
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A characterization of idempotent nullnorms on bounded lattices by Zhang, Hua-Peng, Ouyang, Yao, Wang, Zhudeng, De Baets, Bernard

“…We characterize the class of idempotent nullnorms on a bounded lattice in terms of particular common solutions to two equations related to the underlying meet…”
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Idempotent uninorms on bounded lattices with at most a single point incomparable with the neutral element: Part II by Mesiarová-Zemánková, Andrea, Mesiar, Radko, Su, Yong, Wang, Zhudeng

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Idempotent uninorms on bounded lattices with at most single point incomparable with the neutral element: Part I by Mesiarová-Zemánková, Andrea, Mesiar, Radko, Su, Yong, Wang, Zhudeng

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Some properties of L-fuzzy approximation spaces based on bounded integral residuated lattices by Wang, Zhudeng, Wang, Yuan, Tang, Keming

“…In this paper, we present a general framework for the study of L-fuzzy rough sets based on bounded integral residuated lattices. We introduce and discuss the…”
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