国家自然科学基金青年项目 ,聚合算子一致模的性质及其推理规则的研究(12301586), 2024/01-2026/12, 30万,主持,在研。
江西省自然科学基金青年项目 ,聚合算子的若干性质的研究(20232BAB211010), 2023/07-2026/06, 8万,主持,在研。
江西省教育厅科技项目,聚合函数的若干性质及其应用研究(GJJ2201123),2023/01-2024/12. 结题。
博士科研启动基金,一致模算子的性质及其应用研究(E02207292),2022/12-2025/12,20万,主持,在研。
国家自然科学基金面上项目,信息聚合算子的结构及其推理算法研究(11971210), 2020/01-2023/12, 52万, 参与。
国家自然科学基金地区项目,信息聚合算子的函数理论与公理化刻画(61967008),
2020.01-2023.12
, 38万, 参与。
国家自然科学基金地区项目,
基于重叠和分组信息聚合函数的函数方程研究 (11261049), 2023.01-2025.12 , 28万, 参与。
发表论文:
[1] Wenhuang Li, Fen Qin, Conditional distributivity equation for uninorms with continuous underlying operators,IEEE Transactions on Fuzzy Systems, 28 (2020) 1664-1678. (SCI,中科院1区top)
[2]
Wenhuang Li , Fen Qin, Characterization of a Class of Fuzzy Implications Satisfying the Law of Importation With Respect to Uninorms with Continuous Underlying Operators, IEEE Transactions on Fuzzy Systems, 30(5) (2022) 1343-1356. (SCI,中科院1区top)
[3]
Wenhuang Li , Fen Qin, Yuanyuan Zhao, A note on uninorms with continuous underlying operators,Fuzzy Sets and Systems, 386 (2020) 36-47. (SCI,中科院1区top)
[4]
Wenhuang Li , Fen Qin, Migrativity equation for uninorms with continuous underlying operators,Fuzzy Sets and Systems, 414 (2021) 115-134.(SCI,中科院1区top)
[5]
Wenhuang Li , Frn Qin, Aifang Xie, Modus Ponens property of T-power based implications,Fuzzy Sets and Systems, 431 (2022) 129-142. (SCI,中科院1区top)
[6]
Wenhuang Li , Fen Qin, New results on the migrativity properties for overlap (grouping) functions and uninorms, Iranian Journal of Fuzzy Systems, 8(3)(2021) 111-128. (SCI)
[7]
Wenhuang Li , Fen Qin, On the cross-migrativity of uninorms revisited, International Journal of Approximate Reasoning, 130 (2021) 246-258. (SCI)
[8]
Wenhuang Li, Fen Qin, Tinghai Zhang, Investigations of T-power based implications satisfying some functional equations related to reasoning schemes,International Journal of Approximate Reasoning, 158 (2023) 108918. (SCI)
[9]
Wenhuang Li , Huizhen Fan, Mian Xu, Fen Qin. Generating methods and algebraic structures of a class of uninorms, Computational and Applied Mathematics, (2025) 44:371. (SCI)
[10]
Wenhuang Li , Huizhen Fan, Fen Qin. Quasi-Projection for a class of uninorms(2-uninorms), kybernetika, 61(2025) 554-576. (SCI)
[11]
Wenhuang Li , Mian Xu, Yuanyuan He, Tinghai Zhang, Fen Qin. A compatibility-based characterization of fuzzy implications over 2-uninorms satisfying the law of importation, Fuzzy Sets and Systems , 532,2026, 109799. (SCI,中科院1区top)
[12] Gang Wang, Fen Qin,
Wenhuang Li , Distributivity and conditional distributivity for uni-nullnorms, Fuzzy Sets and Systems,372 (2019) 34-49.
[13] Tinghai Zhang, Fen Qin,
Wenhuang Li , On the distributivity equations between uni-nullnorms and overlap (grouping) functions, Fuzzy Sets and Systems,403 (2021) 56-77.
[14] Gang Wang, Fen Qin,
Wenhuang Li , Conditional distributivity for uni-nullnorms with continuous and Archimedean underlying t-norms and t-conorms, Journal of Intelligent & Fuzzy Systems, (2019) 2773-2785.
[15] Tinghai Zhang, Fen Qin, Jie Wan,
Wenhuang Li , Distributivity Conditions of Idempotent Uninorms and Two Special Kinds of Aggregation Functions, International Journal of Uncertainty Fuzziness and Knowledge-Based Systems, (2023) 83-101.
[16] Tinghai Zhang, Fen Qin,
Wenhuang Li , Zhiyong Yi, New types of ordinal sums of fuzzy Sheffer strokes and the induced pseudo (quasi)-overlap and grouping functions,Fuzzy Sets and Systems,525(2026)109657
[17] Tinghai Zhang*, Feng Qin*, Jie Wan, Wenhuang. Li , General ordinal sums of (pseudo-quasi) overlap and grouping functions, Fuzzy Sets and Systems, 533 (2026) 109824.
[18] 张廷海,李文煌,易志洪,基于重叠函数和群组聚合算子的LR模糊数的扩张算术运算,江西师范大学学报(自然科学版),04期,337-343,2025.
[19] Danyu Xiao, Shuai Li, Wenhuang Li, Zhifen He, Hierarchical Feature Selection Based on Improved
Neighborhood Buckets and Dual-Label Strategy, 2025 IEEE 6th International Conference on Computer, Big Data, Artificial Intelligence. DOI: 10.1109/IC
C
B
D
AI66607.2025.11387945.
[20] Danyu Xiao, Shuai Li, Wenhuang Li, Xingxia Pan, Zhifen He, Quick Neighborhood Rough Set for Hierarchical
Classification, IJCRS 2025, LNAI 15709, pp. 45–61, 2025.
https://doi.org/10.1007/978-3-031-92744-7_4.