论文部分内容阅读
We consider the dependence of Laplace-Beltrami eigenvalues on the underlying Riemannian surface.
Maximization of Laplace-Beltrami Eigenvalues on Closed Riemannian Surfaces
【摘 要】
：
We consider the dependence of Laplace-Beltrami eigenvalues on the underlying Riemannian surface.
【机 构】
：
Univ.of Utah
【出 处】
：
第八届工业与应用数学国际大会
【发表日期】
：
2015年期
其他文献
In this talk,we study the stability of contact discontinuities in three dimensional compressible isentropic steady flows.Both of linear and nonlinear stabil
会议
Convexity of shocks is frequently observed in many experimental results and provides better understanding of mathematical problems with the nonlinear wave,t
会议
In this talk,I present recent result on the Prandtl-Meyer reflection impinging onto a solid wedge.This talk is based on collaboration with Gui-Qiang G.Chen(
会议
We discuss free boundary problems for elliptic equations,motivated by shock reflection problem for compressible fluid flow.
会议
Shock waves are steep-wave fronts that are fundamental in nature,especially in high-speed fluid flows.
会议
In a number of recent works,we propose to use partial differential equation models to study the temporal and spatial characteristics of information diffusio
会议
In this talk,we will introduce our recent work on the existence andlinear stability of periodic orbits in the N-body problem.The main tools we useare variat
会议
This paper deals with a competition model with dynamically allocated toxin production in the unstirred chemostat.First,the existence and uniqueness of posit
会议
In this talk,we consider 2D urban crime models describing the spatial heterogeneity of the near-repeat victimization effect and the dispersal strategy of cr
会议
Parallel Generalized Eigenvalue Computation with Hybrid Solvers and Their Benchmark on Supercomputer
New distributed parallel dense solvers for symmetric positive definite generalized eigenvalue problems were constructed as hybrid ones between the three par
会议