Publication

 

[1] Regularity of $\int |\nabla u|^2 + \lambda \int |u-f|^2$ and some gap phenomenon, Potential Analysis I. p385-400. 1992. (with R. Hadiji ).

[2] Asymptotic behavior for the solutions of a Ginzburg-Landau equation,Progress in PDE, Metz Surveys 3. (M.Chipot eds) Pitman  314. p52-57. 1994. (with  R. Hadiji ).

[3] Solutions periodiques d’un systeme d’equations non-lineaires semicoercif, Bull. de la clas. des sci. de l’Acad. Roy. de Belg., 7-12, p.345-354. 1994.

[4] Minimization harmonic mappings with values in a circle, Houston J.of Math. 20(3)  p475-490. 1994. (with D. Ye ).

[5] A problem of minimization with relaxed energy. Ann. of Toulouse, (6) 4. p579-591. 1995. (with R. Hadiji ). 

[6] Uniqueness of solutions of Ginzburg-Landau problem, Nonlinear Analysis  46(3) p603-612. 1996. (with D. Ye ).

[7] A remark on duality for the sum of convex functions in general Banach spaces, Chin. Ann. of Math. 19B:3, p.249-254. 1998.

[8] A remark on multiplicity of solutions for the Ginzburg-Landau equation, Ann.I.H.P. Analyse Non-lineaire.16(2),p255-267. 1999. (with Q. Zhou).,

[9] A closedness criterion for difference of two closed convex sets in general Banach spaces, Chin. Ann. of Math. 20B:3, p.337-340. 1999. (with A. Beaulieu).

[10] Landau-Lifshitz equation of Ferromagnetism; Regularity and Energy identities, Jour. Australia Math. Soc. 72:3 (2002) 299-316. (with P.Y.H. Pang, J.Xiao ).

[11] A generalized Emden-Fowler equation with exponential non-linearity in two dimension, Calculus of Var. 2001,Vol.13. p.141-158 (with D.Ye ).

[12] A boundedness of extremal solution for semilinear equations, Comm. In Contemporary Mathematics, Vol.4, No.3 (2002) 547-558. (with D.Ye)

[13] Comparison, Symmetry and monotonicity results for degenerate elliptic operators in Carnot-Caratheodory spaces, Chin. Ann. of Math. 23B:3 (2002)361-372. (with Y.Ge, D.Ye)

[14] Multiple solutions of compact H-surfaces in Euclidean space. Top. Methods in Nonlinear Analysis, Vol 22(2003), p.355-367 (with Y.X.Ge)

[15] Existence results on Ginzburg-Landau equations,Lecture notes in Cimpa school, 2002, Fudan, “Ginzburg-Landau Vortices”(Eds, H. Brezis & Tatsien Li)

    Series in Contemporary Applied Mathematics, CAM 5

[16] Invariant criteria for the existence of positive bounded entire solutions, Discrete and Continuous Dynamic Systems, 2005, Vol.12(3), p413-424 (with D.Ye).