主持或主研的科研及教学改革项目：

（1）国家自然科学青年基金项目，关于程度化格值一阶逻辑的若干关键问题研究，主持，批准号：61100046，2012.01-2014.12.

（2）四川省应用基础研究计划项目，智能信息处理的逻辑基础理论研究，2011.9-2014.08，主持，批准号：2011JY0092.

（3）中央高校基本科研业务费科技创新项目，主持，批准号：SWJTU12CX054，2012.1-2013.12.

（4）中国高等教育学会高等教育科学研究“十三五”教育科学规划一般课题：基于移动端的数学课程混合式教学模式研究，主持，批准号：16YB107.

（5）2016年教育部高教司产学合作协同育人项目：基于移动信息化的《高等数学》课程教学内容和课程体系改革，主持，批准号：201602018003.

（6）西南交通大学本科教育教学研究与改革项目，重大项目：移动互联时代公共数学课程改革与创新研究，主持，批准号：1501008.

（7）2016西南交通大学“翻转课堂”课程改革项目：高等数学.

（8）国家自然科学基金面上项目, 基于矛盾体分离的动态自动演绎推理研究, 批准号：61673320，2017.01-2020.12，主研(第二).

（9）教育部、国家外专局学校特色项， 模糊信息处理的关键数学基础问题研究，批准号：TS2015XNJT048，2015.9 -2018.8, 主持.

Main Research Papers：

*Lifting negations and implications on bounded  subposets of a complete lattice. Fuzzy Sets and Systems, 2023, 466(30): 108442.

*A new type of fuzzy systems in terms of vague  partitions. Journal of Intelligent & Fuzzy Systems, 2023 (44): 9545-9653.

*Interval type-2 fuzzy systems on the basis of  vague partitions and their approximation properties. Computational & Applied Mathematics, 2024(43):  DOI10.1007/s40314-024-02629-2

*The fuzzy system based on vague partitions and its application to path tracking control for autonomous vehicles. Journal of Intelligent & Fuzzy Systems, 2024 (46): 5869-5892.

*Rough set model based on axiomatic fuzzy set. Journal of Intelligent & Fuzzy Systems, 2023 (45): 1423-1436.

*关于模糊集合的公理化定义.数学的实践与认识, 2022, 52(3): 189-199.

*基于正则模糊划分的模糊系统及其逼近性质.计算机科学，2024, 51: 79-86

*Correction to: Redefinition of the concept of fuzzy set based on vague partition from the perspective of axiomatization. Soft Computing (2018) 22:2079

*Redefinition of the concept of fuzzy set based on vague partition from the perspective of axiomatization. Soft Comput (2018) 22:1777–1789

*Vague membership measure, Uncertainty Modelling in Knowledge Engineering and Decision Making, Proceedings of the 12th International FLINS Conference, 527-534, 2016

*模糊信息与模糊逻辑. 北京: 中国科技论文在线. [2016-05-20]. http: www.paper.edu.cn/releasepaper/content/201605-874.

*Vague partition, Proceedings of 2015 International Conference on Intelligent Systems and Knowledge Engineering, 83-88, DOI 10.1109/ISKE.2015.30

*Semantics of propositional fuzzy modal logic with evaluated syntax and its application to fuzzy decision implications, International Journal of Computational Intelligence Systems, 8(2015) 85-93.

*On lifting quasi-filters and strong lifting quasi-filters in MV-algebras, Journal of Intelligent & Fuzzy Systems 28 (2015) 2245–2255.

* 剩余格上的L滤子. 模糊数学与系统, 2014, 28: 1-6.

*Semantics of propositional fuzzy modal logic with evaluated syntax based on MV-algebras, Decision Making and Soft Computing, Proceedings of the 11th International FLINS Conference, 346-353, 2014.

*On the algebraic structure of binary lattice-valued fuzzy relations. Soft Computing, (2013) 17:411-420

* Syntax theory of finite lattice-valued propositional logic. Sci China Inf Sci, 2013, 56: 1-12

* Graded propositional fuzzy logic for approximate reasoning, The Journal of Fuzzy Mathematics, 20(1): 193-210, 2012

* Triangle norm based fuzzy logic based convex fuzzy sets. Fuzzy Sets and Systems 209 (2012) 1–13

* An algebraic analysis for binary intuitionistic L-fuzzy relations, Foundations and Applications of Intelligent Systems, Advances in Intelligent Systems and Computing, 213, 2014, 11-20.

* LIFTING QUASI-FILTERS OF LATTICE IMPLICATION ALGEBRAS, Proceeding of the 10th International FLINS Conference on Uncertainty Modeling in Knowledge Engineering and Decision Making, Istanbul, Turkey, 2012, 744-749

* Graded Intuitionistic Fuzzy Convexity with Application to Fuzzy Decision Making, 2011 2nd International Conference of Electrical and Electronics Engineering. Lecture Notes in Electrical Engineering, 2011,136: 709-716.

* Generalized Fuzzy Convexity with Application to Fuzzy Decision Making, 2011 International Conference on Computational Intelligence and Software Engineering, 2011, 9, 9-11, Vol 1: Fuzzy Systems

* 有限格值命题逻辑的语义理论, 中国科学F辑.2010 Vol. 40 (11): 1417-1427

* Semantic theory of finite lattice-valued propositional logic, SCIENCE CHINA Information Sciences, 2010, Volume 53, Number 10, Pages 2022-2031

* ON COMPACTNESS AND CONSISTENCY IN FINITE LATTICE-VALUED PROPOSITIONAL LOGIC, Lecture Notes in Computer Science, 2010, Volume 6077, Hybrid Artificial Intelligence Systems, Pages 328-334.

* Convexity of Fuzzy Sets from the Viewpoint of Fuzzy Logic, Proceedings of the 2010 IEEE IEEM, Macau, 7-10 December 2010, 2523-2526

* Lattice implication ordered semigroups, Information Science. 178(2): 403-413, 2008

* Method of Solution to A Finite Lattice Implication Algebraic Equation, The Journal of Fuzzy Mathematics, 16(1): 1-13, 2008.

* Fully implicational Triple I reasoning method on Linguistic truth-valued lattice implication algebra, Li Tianrui, Xu Yang, Ruan Da (Eds), Proceeding of the 2007 International Conference on Intelligent Systems and Knowledge Engineering (ISKE2007), October 15-16, 2007: 1508-1513, Sichuan Chengdu, Atlantis Press, Paris.

* Linguistic Truth Values Lattice Implication Algebras, Journal of Donghua University (Eng. Ed.) 23(6): 101-104, 2006.

* 关于一类有限格蕴涵代数方程的解法, 模糊系统与数学，20(6): 51-57, 2006

* 格蕴涵代数中的格蕴涵代数方程. 西南交通大学学报，40(6)，2005, 842-845.

* The relations between lattice implication algebras and Brouwerian lattice, the 6th International FLINS Conference on Applied Computational Intelligence, 2004, 51-56. In Belgium.

暂无内容

暂无内容