I am now a full professor and a postgraduate tutor at College of Mathematics and Information Science, Jiangxi Normal University, PR China, also a standing committee member of China multi-valued logic and fuzzy logic theory, a member of professional committee of China theoretical computer science, also a member of professional committee of China foundational artificial intelligence.

qinfeng923@163.com

Prof. Qin Feng has been a winner for several awards in Jiangxi Province inChinabecause of his research achievements. He has attracted and leads more than 10 competitive grants which include 4 competitive grants in China awarded by the National Natural Science Foundation of China. He has published about 80 journal papers and over 10 international conference papers.

1. Feng Qin*, Yuan-Yuan Zhao, Jing Zhu, Cauchy-like functional equations for uninorms continuous in (0,1)2, Fuzzy Sets and Systems, http:// dx.doi.org/10.1016/j.fss.2017.09. 002. (SCI),

2. Gang Li, Hua-Wen Liu, Feng Qin, Commuting functions with annihilator elements, International Journal of General Systems, 46(8)(2017)824–838. 325(2017) 21-34. (SCI),

3. Paweł Drygas, Feng Qin*, Ewa Rak, Left and right distributivity equations for semi-t-operators and uninorms, Fuzzy Sets and Systems, 325(2017)21-34. (SCI),

4. Huawen Liu, Feng Qin, An Extension of Semiuninorms: Weak-Neutral Semiuninorms, International Journal of Uncertainty, Fuzziness and Knowledge-based Systems.25(2) (2017) 301-316. (SCI),

5. Ya-Ming Wang, Feng Qin*, Distributivity for 2-uninorms over semi-uninorms, International Journal of Uncertainty, Fuzziness and Knowledge-based Systems.25(2) (2017) 317-345. (SCI)

6. Feng Qin*, You Mei MIN, Distributivity for semi-nullnorms over semi-t-operators, International Journal of Uncertainty, Fuzziness and Knowledge-based Systems, 24( 5) (2016) 685-702 (SCI)

7. Feng Qin*, Ya-Ming Wang, Distributivity between semi-t-operators and Mayor's aggregation operators, Information Sciences, 346,347(2016)6-16 (SCI).

8. Feng Qin, Distributivity between semi-uninorms and semi-t-operators, Fuzzy Sets and Systems, 299(2106)66-88, (SCI)

9. Ya-Ming Wang, Feng Qin*, On the characterization of distributivity equations about quasi-arithmetic means, Aequationes Mathematicae, 90 (2016), 501–515. (SCI)

10. Feng Qin, Cauchy-like functional equation based on a class of uninorms, kybernetika, 51(4)(2015)678-698.(SCI)

11. Shuai Li, Feng Qin*, Janos Fodor, On the cross-migrativity with respect to continuous t-norms, International Journal of Intelligence Systems, 30(5) (2015)550–562. (SCI)

12. Feng Qin *, Daniel Ruiz-Aguilera, On the $\alpha$-migrativity of idempotent uninorms, International Journal of Uncertainty, Fuzziness and Knowledge-based Systems,23 (2015) 105–115. (SCI)

13. Feng Qin, Cauchy like functional equation based on continuous t-conorms and representable uninorms, IEEE Transactions on Fuzzy Systems, 23(1) (2015) 127-138, (SCI)

14. Feng Qin*, M. Baczyński, Distributive Equations of Implications based on Continuous Triangular Conorms (II), Fuzzy Sets and Systems, 240(2014)86--102, (SCI)

15. Feng Qin*, M. Baczyński, On distributivity equations of implications and contrapositive symmetry equations of implications, Fuzzy Sets and Systems, 247(2014)81—91, (SCI)

16. M. Baczyński, Feng Qin*, Some remarks on the distributive equation of fuzzy implication and the contrapositive symmetry for continuous, Archimedean t-norms, International Journal of Approximate Reasoning 54 (2013)290--296. (SCI)

17. Feng Qin*, Baczynski Michal, Aifang Xie, Distributive Equations of Implications Based on Continuous Triangular Norms (I), IEEE Transactions on Fuzzy Systems 20(1) (2012)153--167(SCI).

18. Xie Aifang*, Liu Huawen, Qin Feng, Solutions to the functional equation I(x, y) = I(x, I(x, y)) for three types of fuzzy implications derived from uninorms , Information Sciences, 186 (12) (2012)209--221 (SCI).

19. Feng Qin*, Fing Fang, A new kind of fuzzy relation equations，International Journal of Uncertainty, Fuzziness and Knowledge-based Systems,18(3)(2010)333--342 (SCI).

20. Aifang Xie, Feng Qin*, Solutions to the functional equation I(x,y)=I(x,I(x,y)) for a continuous D-operation, Information Sciences, 180 (12)(2010)2487--2497 (SCI)

21. Feng Qin*, Li Yang, Distributive equations of implications based on nilpotent triangular norms, International Journal of Approximate Reasoning, 51(8) (2010)984-992. (SCI)

22. Zhi-Hong Yi, Feng Qin*, Wei-Cai Li. Generalizations to the constructions of t-norms: Rotation (-annihilation) construction, Fuzzy Sets and Systems, 159(13) (2008)1619--1630. (SCI) 

23. Wang San-Min*, Qin Feng. Solutions to Cintula’s open problems，Fuzzy Sets and Systems, 157(2006) 2091--2099. (SCI) 

24. Qin Feng*, Zhao Bin. The distributive equations for idempotent uninorms and nullnorms, Fuzzy Sets and Systems, 155(2005)446--458. (SCI )

25. Qin Feng*. Uninorm solutions and (or) nullnorm solutions to the modularity condition equations, Fuzzy Sets and Systems, 148(2004) 231--241. (SCI)