Name: Xinyang Feng
Sex: Male
Nationality: Chinese
Occupation: Lecturer, postgraduate tutor
Working Institute: College of Science, Northwest A&F University
E-mail: fxy1012@126.com
Working Address: 22, Xinong Road, Yangling, Shaanxi, 712100, P.R. China
Education background:
2017, Ph.D. of School of Mathematics and Statistics, Lanzhou University, China
Professional experience:
2018-Present, Lecturer at College of Science, Northwest A&F University
Research fields:
Semigroup and Semihypergroup Theory
Courses offered:
For undergraduate:
Linear algebra I & Linear algebra II
Higher Algebra and Analytic Geometry
Modern Algebra
For postgraduate:
Abstract Algebra
Fundamentals of Semigroup Theory
Research projects:
2018.1-2020.12, Some studies of regular semigroups with a certain transversals, Doctoral research initiation project
2021.1-2023.12, The study on the algebraic structure of ordered *-semihypergroups based on rough fuzzy sets, Shaanxi Province introduced special funds for domestic doctors project
2022.1-2023.12, On the study of algebraic structure of order *-semihypergroups, Natural Science Basic Research Program of Shaanxi Province-Youth Project
Articles:
[1] Xinyang Feng, Jian Tang, Yanfeng Luo, Regular equivalence relations on ordered ∗-semihypergroups, U.P.B. Sci. Bull., Series A, 80(1)(2018): 135-144. (SCI)
[2] Xinyang Feng, On Q-regular semigroups, Open Mathematics, 16(1)(2019): 522-530. (SCI)
[3] Xinyang Feng, Jian Tang, Bijan Davvaz, Yanfeng Luo, A novel study on fuzzy ideals and fuzzy filters of ordered ∗-semigroups, J. Intell. Fuzzy Systems, 33(1)(2018): 423-431. (SCI)
[4] Xinyang Feng, Jian Tang, Yanfeng Luo, A study on pseudoorders in ordered ∗-semihypergroups, Italian Journal of Pure and Applied Mathematics, 39(2018): 178-193. (EI)
[5] Jian Tang, Xinyang Feng, Bijan Davvaz, Xiangyun Xie, A further study on ordered regular equivalence relations in ordered semihypergroups, Open Mathematics, 16(1)(2017): 168-184. (SCI)
[6] Xingliang Liang, Xinyang Feng, Yanfeng Luo, On homological classification of pomonoids by GP-po-flatness of S-posets, Open Mathematics, 14(1)(2016): 767-782. (SCI)
[7] 冯辛阳,唐剑,罗彦锋,关于 Γ-超半群上 Green 关系的若干研究,兰州大学学报:自然科学版,53(6)(2017):837-840. (CSCD)
[8] Xinyang Feng, Group congruences on Q-regular semigroups, Int. J. Algebra, 9(2)(2015): 85-91.