supported by the National Basic Research Program of China underGrant No.2010CB428604;the National Natural Science Foundation of China under Grant No.41075061
In this paper the bromine family and radiative effects are considered in an updated box model under the framework of ozone temperature feedback, in order to further analyze the possible behavior of atmospheric ozone i...
This work is supported by NSFC,RFDP of the Ministry of Education of China ;the 973 Project of the Ministry of Science and Technology of China
In this paper, we give a Landesman-Lazer type theorem for periodic solutions of the asymmetric 1-dimensional p-Laplacian equation -(|x'|^p-2x')'=λ|x|^p-2x++μ|x|^p-2x-+f(t,x)with periodic boundary value.
In this paper, based on a new system of three Riccati equations, we give a new method to construct more new exact solutions of nonlinear differential equations in mathematical physics. The classical Boussinesq system ...
国家重点基础研究发展计划(973计划),National Key Basic Research Development of China
By using a new generally projective Riccati equation method and with the help of symbolic computation,we consider a nonlinear Gross-Pitaevskii equation with weak bias magnetic and time-dependent laser fields. As a res...
The periodic problem of evolution inclusion is studied and its results are used to establish existence theorems of periodic solutions of a class of semi_linear differential inclusion.Also existence theorem of the extr...
With the help of Mathematica, many travelling for a class of nonlinear evolution equations u(u) + au(xx) + bu + cu(2) + du(3) = 0 are obtained by using hyperbola function method and WU-elimation method, which include ...