办公室：N927
电话：
电子信箱：lqzhang@math.ac.cn
研究方向：非线性偏微分方程、几何分析
发表论著：
1. Zhang Liqun, (1988), Uniqueness of ground state solutions,Act. Math. Sci. 449-468.
2. Zhang Liqun, (1989), On the existence of positive solutions of a class nonlinear elliptic equations, Act. Math. Sinica. 2, 268-276.
3. Zhang Liqun (jointed with Kwong man kam) (1991), Uniqueness of positive solutions of △u+ f(u)=0 in Rn, J. Diff. Integral Eq. Vol. 4., 583—599.
4. Zhang Liqun, (1991), On the existence of positive solutions of nonlinear elliptic equations in half space, Act. Math. Sci. Vol. 11, No. 4, 473-478,
5. Zhang Liqun, (1991), Uniqueness of positive solutions of semilinear elliptic equatiions, Act. Math. Sci., Vol. 11, No. 2, 130-142.
6. Zhang Liqun, (1992), Uniqueness of positive solutions of △u+u+up=0, Comm. in P.D.E., 17, 1141-1164.
7. Zhang Liqun, (1995), Uniqueness of positive solutions of semilinear elliptic equations, J. Diff. Equ., Vol. 115, No. 1, 1-23.
8. Zhang Liqun, (1999), On the generic eigenvalue flow of a family of metrics and its application. Comm. Anal. Geo., Vol. 7, No. 2, 293-312.
9. Zhang Liqun, (jointed with Wang guo fang) (1999) Non-topological solutions of the relativistic SU(3) Chern-Simons Higgs model. Comm. Math. Phy. 202, 501-515.
10. Zhang Liqun, (jointed with zhang xiao) (2000) Remarks of the positive mass theorem. Comm. Math. Phy. 208, 663-669.
11. Zhang Liqun,(2000) An uniform growth estimates of L-harmonic functions. Chinese Ann.of Math., Vol 21B, No. 2, 1-10.
12. Zhang Liqun, (jointed with Chou kai-seng)(2000) On the uniqueness of stable ultimate shapes for the anisotropic curve shortening problem. Math. Manuscript,102, 101-110.
13. Zhang Liqun,(2001) (jointed with Wei juncheng) On a nonlocal eigenvalue problem. Ann. Scuola Norm. Sup. Pisa CL. Sci(4) vol XXX 41-61.
14. Zhang Liqun (2004) (jointed with Xin zhou-ping) On the global existence of solutions of Prandtl's system. Advance in Mathematics, Vol. 181, Issue 1, pp.88-133.
15. Wendong Wang, Zhang Liqun, The C^a regularity of a class of non-homogeneous ultraparabolic equations, Science in China Series A :Mathematics, Vol.52, No.8, 1589-1606, 2009.