袁学海
个人信息Personal Information
教授
博士生导师
硕士生导师
性别:男
毕业院校:大连理工大学
学位:博士
所在单位:数学科学学院
电子邮箱:yuanxh@dlut.edu.cn
扫描关注
- [1]袁学海, 李洪兴.Theoretical methods of constructing fuzzy inference relations[J],Fuzzy Information and Engineering,2022,1(4):385-399
- [2]初裴裴, 韩淑雯, 袁学海.基于三维模糊向量的一种模糊决策方法[J],模糊系统与数学,2024,37(01):94-99
- [3]于波, 袁学海.The normal intuitionistic fuzzy subgroups[A],2010 IEEE International Conference on Intelligent Computing and Intelligent Systems, ICIS 2010,2022,1:210-214
- [4]李洪兴, 袁学海, Wang JiaYin, 李玉成.The normal numbers of the fuzzy systems and their classes[J],Science China,2022,53(11):2215-2229
- [5]袁学海.The reductivity of fuzzy inference[A],Advances in Intelligent and Soft Computing,2022,147:155-163
- [6]Shang, You-guang, 袁学海, Lee, E. Stanley.The n-dimensional fuzzy sets and Zadeh fuzzy sets based on the finite valued fuzzy sets[J],COMPUTERS MATHEMATICS WITH APPLICATIONS,2022,60(3):442-463
- [7]袁学海.The fuzzy system and the probability distribution based on the cirle-multiplication operator of Z...[A],2011 8th International conference on FSKD,2022,1:295-299
- [8]袁学海.The center-of-gravity fuzzy systems based on the normal fuzzy implications[J],Computer and Mathematics with Applications,2022,61(9):2879-2898
- [9]袁学海, 李洪兴, 张成.The set-valued mapping based on ample fields[J],COMPUTERS MATHEMATICS WITH APPLICATIONS,2022,56(8):1954-1965
- [10]袁学海, 李洪兴.The theoretical methods of constructing fuzzy inference relations[A],3th International Conference of Fuzzy Information and Engineering,2022,1:157-169
- [11]Wang, Xiao-Ning, 袁学海, 李洪兴.The Theoretical Methods of Constructing Fuzzy Inference Relations[A],FUZZY INFORMATION AND ENGINEERING, VOL 1,2022,54:157-+
- [12]袁学海, 李洪兴, 孙凯彪.The Theory based on interval-valued level cut sets of Zadeh fuzzy sets[A],Fuzzy Information and Engineering (Advances in Soft Computing 55),2022,157-169
- [13]袁学海, 李洪兴, 张成.The theory of intuitionistic fuzzy sets based on the intuitionistic fuzzy special sets[J],INFORMATION SCIENCES,2022,277:284-298
- [14]Li, Xiao-shen, 袁学海, Lee, E. Stanley.The three-dimensional fuzzy sets and their cut sets[J],COMPUTERS MATHEMATICS WITH APPLICATIONS,2022,58(7):1349-1359
- [15]Shi Y.-Y., 袁学海.The satisfaction degree of the fuzzy numbers and ranking of the fuzzy numbers[A],6th International Conference on Fuzzy Systems and Knowledge Discovery, FSKD 2009,2022,6:560-564
- [16]袁学海, 李洪兴, Lee, E. Stanley.Three new cut sets of fuzzy sets and new theories of fuzzy sets[J],COMPUTERS MATHEMATICS WITH APPLICATIONS,2022,57(5):691-701
- [17]袁学海.Three valued random fuzzy sets[A],7th International Conference on Fuzzy Information and Engineering,2022,367:183-198
- [18]Yu, Bin, 袁学海.Three-Valued Random Fuzzy Sets[A],7th International Conference on Fuzzy Information and Engineering (ICFIE) / 1st International Conference of Operations Research and Management (ICORM),2022,367:183-198
- [19]Li X.-S., 袁学海.Y-N sets and the category of Y-N sets[A],6th International Conference on Fuzzy Systems and Knowledge Discovery, FSKD 2009,2022,6:494-497
- [20]Jiang, Mingzuo, 袁学海.A fuzzy inference modeling method for nonlinear systems by using triangular pyramid fuzzy syste...[J],JOURNAL OF INTELLIGENT FUZZY SYSTEMS,2022,33(2):1187-1196