钱国华 Qian Guohua-Changshu Institute of Technology

Guo-Hua QIAN, P.h.D

Professor

School of Mathematics and Statistics

Diplomas:

Jul. 1985: B.S. East China Normal University

Jul. 1991: M.S. Nanjing Normal University

Jul. 2002: P.h.D., Wuhan University

Research Activities:

1985-1999: Lecturer, Changshu Institute of Technology

1999-2005: Associate Professor, Changshu Institute of Technology

2002-2004: Post Doctoral, Soochow University

2005-2007: Post Doctoral, Zhongshan University

2005- : Professor, Changshu Institute of Technology

Research Fields:

Algebra

Selected Recent Publications:

1. G. Qian, On Partial CAP-subgroups of finite groups, J Algebra, 2020，V. 546, 553-565.

2. G. Qian, Finite groups in which every cyclic subgroup is self-normalizing in its subnormal closure, J. Group Theory, 2019, V.22:5, 941-951.

3. G. Qian and Y. Yang, The largest conjugacy class size and the nilpotent subgroups of finite groups, J. Group Theory, 2019, V. 22:2, 267-276.

4. Y. Yang and G. Qian, On p-parts of conjugacy class sizes of finite groups, Bull. Aus. Math. Soc, 2018，V. 97:03, 1-6 .

5. G. Qian, Nonsolvable groups with few primitive character degrees, Journal of Group Theory , 2018, V.21:2, 295-318.

6. H. Pang and G. Qian, Finite groups with S-permutable n-minimal subgroups, Comm. Algebra, 2018, V.46:7, 1-7 .

7. G. Qian, A note on p-parts of character degrees, Bull. London Math. Soc., 2018, V.50:4, 663-666.

8. Y. Yang and G. Qian, On p-parts of character degrees and conjugacy class sizes of finite groups, Adv. Math, 2018, V.328, 356-366.

9. G. Qian and Y. Yang, The largest character degree, conjugacy class size and subgroups of finite groups, Comm. Algebra, 2018, V.46:5, 2218–2226.

10. G. Qian and Y. Yang, Permutation characters in solvable groups, Comm. Algebra, 2018, V.46:1, 167-175.