Supported by the Natural Science Foundation of China(No.10771181,11071206,11271166);NSF of Jiangsu Province(No.BK2010172);sponsored by Qing Lan Project
In this paper, we consider existence and uniqueness of positive solutions to three coupled nonlinear SchrSdinger equations which appear in nonlinear optics. We use the behaviors of minimizing sequences for a bound to ...
the Doctorial Programme Foundation of EducationMinistry of of China(20030288002);the Science Foundation of Jiangsu Province(BK2006209);NaturalScience Foundation of Jiangsu Higher Education Bureau(07KJD110206);NNSF of China(10771181)
In this article,the authors obtain an integral representation for the relaxation of the functionalF(x,u,Ω):={∫^f(x,u(x),εu(x))dx Ω if u∈W^1,1(Ω,R^N), +∞ otherwise, in the space of functions of bound...
the Doctorial Programme Foundation of Education Ministry of China (No.20030288002);the National Natural Science Foundation of China(No.10771181);Natural Science Foundation of Jiangsu Higher Education Bureau.(NO.07KJD110206)
In this paper, we obtain a lower semicontinuity result with respect to the strong L1-convergence of the integral functionals F(u,Ω)=Ωf(x,u(x),εu(x))dx defined in the space SBD of special functions with boun...
the National Natural Science Foundation of China (No.10071067,10471119,10771181);EYTP
We study the minimizers of the Ginzburg-Landau model for variable thickness, superconducting, thin films with high k, placed in an applied magnetic field hex, when hex is of the order of the "first critical field", ...