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Yong Su

Publications
3
Citations
28
Publications by Year
20162021
Co-Authors:
Image of author Yong Su

Yong Su

Affiliation

School of Mathematics and Physics
Suzhou University of Science and Technology
Suzhou, China

Publication Topics

Biography

Yong Su received the Ph.D. degree in mathematics from Shandong University, Jinan, China, in 2017.,He is currently an Associate Professor with the School of Mathematics and Physics, Suzhou University of Science and Technology, Suzhou, China. He has authored or co-authored more than 40 papers in high-quality journals, including IEEE Transactions on Fuzzy Systems, Fuzzy Sets and Systems, Information Sciences, and the International Journal of Approximate Reasoning. His current research interests include connectives in multi-valued logic, approximate reasoning, aggregation functions, and functional equations – specifically involving aggregation functions.(Based on document published on 21 May 2020).
Publications
3
Citations
28
Publications by Year
20162021
Co-Authors:
Author's Published Works

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Distributivity and Conditional Distributivity for Uninorms With Continuous Underlying Operators Over a Given Continuous t-Norm

Yong Su;Wenwen Zong;Jianrong Wu

IEEE Transactions on Fuzzy Systems
Year: 2021 | Volume: 29, Issue: 8 | Journal Article |
Cited by: Papers (5)
This article focuses on distributivity and conditional distributivity for uninorms over a given continuous t-norm, closely related to the open problem recalled by Klement in the Linz2000 closing session. This problem has been solved for the well-known classes of uninorms except the class of uninorms with the continuous underlying operators. In this article, the complete characterizations of uninor...Show More

Distributivity and Conditional Distributivity for Uninorms With Continuous Underlying Operators Over a Given Continuous t-Norm

Yong Su;Wenwen Zong;Jianrong Wu

Year: 2021 | Volume: 29, Issue: 8 | Journal Article |

On the Discrete Bisymmetry

Yong Su;Hua-Wen Liu;Witold Pedrycz

IEEE Transactions on Fuzzy Systems
Year: 2018 | Volume: 26, Issue: 1 | Journal Article |
Cited by: Papers (4)
It is known that bisymmetry generalizes the simultaneous commutativity and associativity in the framework of the unit interval. In this work, we will completely characterize two classes of bisymmetric aggregation operators: one with a neutral element and the other with the vertical and horizontal sections of the idempotent elements being smooth on a finite chain, but not necessarily smooth and com...Show More

On the Discrete Bisymmetry

Yong Su;Hua-Wen Liu;Witold Pedrycz

Year: 2018 | Volume: 26, Issue: 1 | Journal Article |

Distributivity of the Ordinal Sum Implications Over t-Norms and t-Conorms

Yong Su;Wenwen Zong;Hua-Wen Liu

IEEE Transactions on Fuzzy Systems
Year: 2016 | Volume: 24, Issue: 4 | Journal Article |
Cited by: Papers (19)
Recently, Su and Liu have introduced a new class of fuzzy implications, called ordinal sum implications, and discussed some of their desirable properties, such as neutrality property, consequent boundary, exchange principle, etc. In this paper, we explore the class of ordinal sum implications with respect to distributivity. Necessary and sufficient conditions, under which ordinal sum implications ...Show More

Distributivity of the Ordinal Sum Implications Over t-Norms and t-Conorms

Yong Su;Wenwen Zong;Hua-Wen Liu

Year: 2016 | Volume: 24, Issue: 4 | Journal Article |

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