孔庆军

发布时间:2019-01-09文章来源:数学科学学院浏览:2671

 

个人简介

孔庆军,男,1978年出生,博士,教授,硕士生导师。主要研究方向为基础数学、代数及其表示理论、矩阵理论、群与图。电子邮箱为kqj2929@163.com   

教育背景

1999.09—2003.07 曲阜师范大学理学学士

2003.09—2006.07 曲阜师范大学理学硕士

2006.09—2009.07 上海大学理学博士

工作经历:

2009.07—至今天津工业大学教授

主要承担项目

1. 主持完成国家自然科学基金项目《有限群的共轭类长及其相关问题研究》,22万,批准号11301378,(2014.1-2016.12);

2. 参加完成国家自然科学基金项目《置换群在组合设计上的应用》,22万,批准号11301377,(2014.1-2016.12),(排名第二);

3. 参加完成国家自然科学基金项目《局部分析与有限群的共轭类》,25万,批准号10771132,(2008.1-2010.12),(排名第七);

4. 天津工业大学高等教育教学改革研究项目《基于《高等代数》课程教学方式方法改革的研究》(2017.12-2018.12),0.4万元,主持在研。

5. 天津工业大学学位与研究生教育改革项目基于激发研究生的学习动力与兴趣的《矩阵论》课程改革的研究》(2018.9-2020.9),1万元,主持在研。

主要论文著作

1. Qingjun Kong, New characterizations of p-nilpotency of finite groups, Journal of Algebra and Its Applications20(11) , 2150215, 2021. (SCI)

2.Qingjun Kong, Xiuyun Guo, Finite groups with some subgroups of Sylow subgroups s*-     semipermutable, Studia Scientiarum Mathematicarum Hungarica58(2)147-1562021.(SCI)

3. Qingjun Kong, Jingdi Li, On finite groups with some minimal subgroups weakly-supplemented, Bulletin of the Malaysian Mathematical Sciences Society43(4):   2989-29942020. (SCI)

4. Qingjun Kong, Xiuyun Guo, On weakly s-semipermutable or ss-quasinormal subgroups of finite groups, Ricerche di Matematica68(2)571-5792019.(SCI)

5.Qingjun Kong,On weakly-supplemented subgroups of finite groups, Czechoslovak Math. J., 69(1)39-432019. (SCI)

6. Qingjun Kong, Conjugacy class sizes of elements of prime-power order of finite groups, Bulletin of the Iranian Mathematical Society, 44(2):405-408,2018. (SCI)

7. Julian Brough, Qingjun Kong, On vanishing criteria that control finite group structure II, Bull. Aust. Math. Soc.98(2):251-2572018. (SCI)

8.Qingjun Kong, Xiuyun Guo, On ss-quasinormal or weakly s-permutably embedded subgroups of finite groups, Monatsh. Math., 182(3):637-6472017.(SCI)

9. Qingjun Kong, A note on elements of prime power index in finite groups,Monatsh. Math.179(4):577-5802016.(SCI)

10. Qingjun Kong, Xiuyun Guo,On s-semipermutable or s-quasinormally embedded subgroups of finite groups, Canadian Mathematical Bulletin58:799-8072015. SCI

11. Qingjun Kong, Finite groups with elements of prime power index, Journal of Algebra and Its Applications14, 1550095, 2015. (SCI)

12. Qingjun Kong, A noteconjugacy class sizes and solvability of finite groups, Monatsh. Math.177(2):295-2992015.(SCI)

13. Qingjun Kong, Xiuyun GuoFinite groups with some semi-p-cover-avoiding or ss-quasinormal subgroups, Bull Korean Math Soc, 51(4)943-9482014. (SCI)

14. Qingjun Kong, Qingfeng Liu, The influence of weakly-supplemented subgroups on the structure of finite groups, Czechoslovak Math. J., 64(1)173-1822014 . (SCI)

15. Qingjun Kong, Finite groups with S-quasinormally embedded or SS-quasinormal subgroups, Acta. Math. Hungar., 142(2)459-4672014. (SCI)

16. Qingjun Kong, On an extension of the Frobeniustheorem about p-nilpotency of a finite group, Monatsh. Math.175(1)133-1382014. (SCI)

17. Qingjun Kong, Qingfeng Liu, Conjugacy class size conditions which imply solvability, Bull. Aust. Math. Soc.88:297-3002013 . (SCI)

18. Qingjun Kong,Finite groups with four class sizes of elements of order divisible by at most three distinct primes, Journal of Group Theory, 15(5)661-6672012. (SCI)

19. Qingjun Kong, Finite groups with three conjugacy class sizes of some elements, Proceedings Mathematical Sciences, 122(3)335-3372012.SCI EI

20. Qingjun Kong, Conjugacy class sizes and solvability of finite groups,Monatsh. Math.168(2)267-2712012.(SCI)

21. Qingjun KongXiuyun Guo, On an extension of a theorem on conjugacy classes sizes, Israel Journal of Mathematics179(1)279-2842010. (SCI)

22.Qingjun KongXiuyun Guo, Notes on conjugacy class lengths of finite groups,Siberian Mathematical Journal , 51(2) 286-2882010. (SCI)

23. Qingjun Kong,  A note on two Caminas theorems on conjugacy class sizes,Proceedings Mathematical Sciences, 120(2)139-1402010.SCI EI

24.Qingjun KongPengfei GuoOn an extension of itˆos theorem on conjugacy class sizes, Indian J. Pure Appl. Math., 40(6)353-355, 2009.(SCI)

25. Qingjun Kong,  A note on conjugacy class sizes of finite groups,Mathematical Notes, 863):440-441, 2009.(SCI)

26. Qingjun Kong, Xiuyun Guo, On δ-permutability of maximal subgroups of Sylow subgroups of finite groups, Arch. Math., 91106-110, 2008.(SCI)

成果及荣誉

天津市优秀教师;天津市数学会青年学术奖;天津市131创新型人才培养工程人选;校级师德先进个人;校级教学成果奖三等奖。

其他

天津市工业与应用数学学会理事;美国数学会评论员;担任国际数学杂志International Journal of Mathematical PhysicsMathematical Journal of Interdisciplinary Sciences的编委。