Bound States of Klein-Gordon and Dirac Equation with Type-I Vector and Scalar Poschl-Teller Potential，田文杰，，We analyze the stationary radial Klein-Gordon equation with mixed vector and scalar potentials, and specifically for the case with V(r)=S(r) ty
N-soliton-typed solution in terms of Wronskian determinant for a forced variable-coefficient Korteweg-de Vries equation，Zhen-Zhi Yao，Chun-Yi Zhang，In this paper, we first derive the bilinear form and
auto-Backlund transformation for a variable-coeff
Tikhonov regularization method for a Cauchy problem for the Helmholtz equation in multiple dimensions-----，赵秋利，付初黎，This paper deals with a Cauchy problem for the Helmholtz equa-
tion in multiple dimensions.We want to obtain the solution u on the
bo
第二类Cartan-Hartogs域上复Monge-Amp`ere 方程 Dirichlet 问题的解 ，殷慰萍，殷晓岚，Complex Monge-Amp`ere equation is a nonlinear equation with high degree,
therefore to get its solution is very difficult. In present paper how to get the solution
of Dirichlet’
Solutions of Klein-Gordon Equation with the Direct Coupling of Vector and Scalar Linear Potentials，田文杰，，This paper solves Klein-Gordon equation (KGE) with the direct coupling of linear vector and scalar potentials, viz $V(r)=V_0r$ and $S(r)=S_0r$ wit
Positive fractional derivative equation modeling of non-Fourier heat conduction，孙逸飞，，This letter makes the first attempt to develop differential equation model of non-Fourier heat conductions by using positive time-fractional derivative. Numerical co
Doubly periodic solutions of a nonlinear wave equation with x-dependent coefficients，冀书关，，This paper is concerned with the doubly periodic solutions of the nonlinear wave equation with -dependent coefficients Such a model arises from the forced vib
This paper deals with the stabilization of affine nonlinear systems with input saturation. we formulate the Hamilton–Jacobi–Bellman (HJB) equation corresponding to constrained control. A recursive algorithm for sequential improvement of the control w
