论文部分内容阅读
Minimal Energy Solutions and Bifurcation Results for a Weakly Coupled Nonlinear Schr(o)dinger System
【机 构】
:
KarlsruheInstituteofTechnology
【出 处】
:
非线性偏微分方程和数学物理研讨会(NPDEMP 2016)
【发表日期】
:
2016年12期
其他文献
We consider a critical weakly coupled elliptic systems in a domain D in RN with N = 3, 4.We prove the existence of positive solutions which blow-up at one o
会议
In this talk,we are concerned with the existence,multiplicity and local uniqueness of nonradial solutions for equations with critical exponent,including pol
会议
Several physical phenomena can be described by a certain number of densities(of mass,population,probability,…)distributed in a domain and subject to laws o
会议
We consider the third order Lugiato-Lefever equation:(0.2)(e)tu-(e)3u+iα(e)2xu+u+i|u|2u=f,t>0, x∈T,(0.3)u(0,x)= u0(x),x∈T.We assume that 2α/3(∈)Z.Equat
会议
In this talk several existence theorems concerning the vortex solutions for some nonlinear PDE systems arising in the ABJM model will be presented.Firstly,w
会议
In this talk,we study the degree counting formula of the rank two Toda system with simple singular sources.The key step is to derive the degree formula of t
会议
We discuss work on existence and qualitative property of positive solutions for coupled nonlinear Schr(o)dinger equations.Depending upon the system being at
会议
We consider the system of coupled elliptic equations {-△u-λ1u =μ1u3+βuv2-△v-λ2v =μ2v3+βu2v in R3, studying the existence of positive solutions satis
会议
In critical point theory,Clarks theorem states as follows.Let X be a Banach space,Φ∈C1(X,R).Assume Φ satisfies the(PS)condition,is even and bounded from
会议
In 1971,Serrin proved that certain overdetermined boundary value elliptic equations,considered on underlying regular bounded domains,must have radially symm
会议