【摘 要】
:
In this paper,we study the p-Laplacian with integrable potentials on an interval under the Dirichlet boundary conditions.Based on the strong continuity and
【出 处】
:
2015年微分方程与动力系统研讨会
论文部分内容阅读
In this paper,we study the p-Laplacian with integrable potentials on an interval under the Dirichlet boundary conditions.Based on the strong continuity and continuous dierentiability of solutions in potentials,we will give a comprehensive characterization of the corresponding Fuck spectra: each of them is composed of two trivial lines and a double-sequence of dierentiable,strictly decreasing,hyperbolic-like curves; all asymptotic lines of these spectral curves are precisely described by using eigenvalues of the p-Laplacian with potentials; and moreover,all these spectral curves have strong continuity in potentials.
其他文献
本报告讨论了若干网络动力学前沿问题,重点对下面的问题作了详细解读:一个复杂动态网络依其同步化区域为连通的无界区间、连通的有界区间、不连通的有界区间、不连通的无界
We consider a model created by diffraction in periodic media.The study of the traveling wave solutions for this model derives a planar dynamical systems wit
It is known that the spectral type of the almost Mathieu operator depends in a fundamental way on both the strength of the coupling constant and the arithme
In this talk,we deal with Aronszajn-type topological structure of the solution sets for Cauchy problems of nonlinear evolution inclusions.The underlying fea
Time delays are omnipresently observed in many nature and artificial systems including physical,biological,and chemical systems.
This paper establishes a systematic frame work for the theory of linear quaternion-valued differential equations(QDEs),which can be applied to quantum mecha