We study the existence of a class of nonlinear elliptic equations with non-homogeneous boundary conditions by using variational methods for the various cases that λ,μ∈R and 1<p,q<2N/(N-2).

By using the upper and lower solutions method,the existence of solutions was studied for a type of second-order two-points boundary value problems with p-Laplacian operator under non-homogeneous boundary conditions.

A homogeneous function style in the problem of sure resolution of unhomogeneous boundary condition;

In this paper, first, the unified form of W (x,t) is presented on the condition of linear unhomogeneous boundary condition under stable condition.

The vibration of an elastic rod with a concentrated mass attached on one end and another end subject to a homogeneous boundary condition is discussed by using of the method of Laplace transformation.

In this paper, Legendre and Chebyshev pseudospectral methods for the generalized regularized long wave equations with homogeneous boundary condition are considered.

Study on Fitting Initial Geostress Field With Displacement Boundary Conditions;

In this paper,according to the elastic solution in an exterior circle domain from the natural boundary element method,we analyze displacement fields,strain fields and stress fields with any displacement boundary conditions,and compare them with theory solutions.

Since the meshless method has defects in treating displacement boundary conditions and lacks computational efficiency,a simple and practical method is proposed for the treatment of boundary conditions.