Gu Zhuquan



Department of Mathematics and Physics, Shijiazhuang Tiedao University


•B.E., Railway Construction, the PLA Railway Corps Engineering College.

Research Areas

Integrable Systems and Partial Differential Equations.

Research Profile

Prof. Zhuquan Gu is a research supervisor of Shijiazhuang Tiedao University and Hebei University of Technology, dean of Mathematics and Physics in Shijiazhuang Tiedao University, vice president of Hebei Society for Industry and Applied Mathematics, executive director of Hebei Mathematical Society, and vice president of Shijiazhuang Mathematical Society. He has published more than 40 papers in top journals, among which more than 10 papers have been quoted by SCI, and more than 20 papers have been quoted by research findings of international frontier hotspots.

Professional Honors and Awards

National Excellent Teacher

Hebei excellent young teacher

Outstanding contribution and experts of the Ministry of Railways

To receive the state council special allowance

Selected Recent Publications

1          Zhuquan Gu. Classical Liouville Completely Integrable Systems Associated with the Solutions of Boussinesq-Burgers Hierarchy. Journal of Mathematical Physics,1990.7 (31):1374-1380.

2          Zhuquan Gu. Complex Confocal Involutive Systems Associated with the Solutions of the AKNS Evolution Equations. Journal of Mathematical physics,1991.7 (32):1498-1504.

3          Zhuquan Gu. Two Finite-Demensional Completely Integrable Hamiltonian Systems Associated with the Solutions of the MKDV Hierarchy. Journal of Mathematical physics,1991.7 (32):1531-1536.

4          Zhuquan Gu. New Integrable Systems And the MKDV Hierarchy. CHINESE SCIENCE BULLETIN, 1991.10 (36):1683-1688..

5          Gu Zhuquan. The KP Equation: the Lax Pairs, the Backlund Transformation and the Infinite Conservation Laws. Chinese Science Bulletin. 1989, 2:85-89.

6          Gu Zhuquan. A New Integrable Systems and MKDV Hierarchy. Chinese Science Bulletin. 1990, (23):1776-1779.

7          Gu Zhuquan. The Involutive Representation of  the Solution for the Nonlinear Schrodinger Hierarchy. Acta Mathematicae Applicatae Sinica. 1993.10(16):477-481.

8          Gu Zhuquan, Zhang Baocai. The Involutive Representation Associated with the WKI Equations of the F_m Flow. Acta Mathematica Sinica. 1993.5(36):366-373.

9          Gu Zhuquan. The Trace Formulas of the Higher-Order Zakharov-Shabat Eigenvalue Problem. Acta Mathematica Scientia,1991.9.(11):294-300.

10      Gu Zhuquan, Zhang Baocai. The Backlund Transformation and the Lax Representation of the Constrained (3+1) Liouville Equation. Acta Mathematica Scientia. 1991.6.(10):165-173.

11       The Bcklund transformation of (3+1) dimensions Klein-Gordon Equation. Chinese Quarterly Journal of Mathematics. 1990.6(5):73-77.

12      Zhuquan Gu. The Neumann System for the 3rd-Order Eigenvalue Problems Related to the Boussinesq Equation. IL NUOVO CIMENTO,2002.(117).

13      Zhuquan Gu, Junxian Zhang, Wei Liu. A New Constrained flow for Boussinesq-Burgers Hierarchy. IL NUOVO CIMENTO,2007.(122).

14      Zhuquan Gu, Junxian Zhang, Wei Liu. The Two New Completely Integrable Systems Related to the KdV Equation Hierarchy. IL NUOVO CIMENTO,2008.(123).

15      Xu Taixi, Gu Zhuquan. Lax Representation For The Higher-Order Heisenberg Equation. CHINESES SCIENCE BULLETIN,1989.6(35):1404-1406.

16      Zhang Baocai, Gu Zhuquan. A Non-Confocal Generator of Involutive Systems and Levy Hicrarchy. J.Phys.A:Math.Gen. 1993.3(26):711-717.

17      Zhang Baocai, Gu Zhuquan.The Involutive Representation of Solutions the Coupled KdV Equation. IL NUOVO CIMENTO.B. 1992.8(107):855-862.

18      Zhang Baocai, Gu Zhuquan.The Involutive Representation of the Solution for the Coupled BURGER-MKdV Equation. ANN. OF DIFF.EQS. 1994.1(10):82-88.

19      Zhang Baocai, Gu Zhuquan. A C.-Neumann System And The Involutive Representation Of The Solution Of Hierarchy For The Coupled Nonlinear-Wave Equation. ACTA MATHEMATICA SCI ENTIA, 1995.1.

20      Zhang Baocai, Gu Zhuquan. The Coupled HD Hierarchy and a Classical Integrable System of the Complex Form. J.Phys.A:Math.Gen. ,1991.6.(24):963-969.

21      Zhang Baocai, Gu Zhuquan. The Solutions of the BROER-KAUP Solution Hierarchy Ierarchy and Complex Involutive Nvolutive Systems. Annals of Differential Equations. 1995 .1 (11).    

22       Jiangwen Wu, Hongkai Guo, Qun Wei, Zhuquan Gu. Super Conducting Energy Gap in Fullerides. Modern Physics Letters. B. 2008, 19 (22).