Search Results - "Ao, Weiwei"

Classification of finite Morse index solutions to the polyharmonic Hénon equation by Ao, Weiwei, Lai, Shanshan, Luo, Senping

“…We present Liouville-type results for stable solutions and finite Morse index solutions of the polyharmonic Hénon elliptic equation ( - Δ ) m u = | x | a | u |…”
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Blow up solutions for Sinh-Gordon equation with residual mass by Ao, Weiwei, Jevnikar, Aleks, Yang, Wen

“…We are concerned with the Sinh-Gordon equation in bounded domains. We construct blow up solutions with residual mass exhibiting either partial or asymmetric…”
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On the classification of solutions of cosmic strings equation by Ao, Weiwei, Yang, Wen

“…In this paper, we prove some Liouville-type theorems for weak stable or finite Morse index solutions to the following equation: Δ u + e u + | x | α e β u = 0…”
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Periodic Maxwell–Chern–Simons vortices with concentrating property by Ao, Weiwei, Kwon, Ohsang, Lee, Youngae

“…In order to study electrically and magnetically charged vortices in fractional quantum Hall effect and anyonic superconductivity, the Maxwell–Chern–Simons…”
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Multi-bubbling condensates for the Maxwell-Chern-Simons model by Ao, Weiwei, Kwon, Ohsang, Lee, Youngae

“…We consider the elliptic system problems arising from the Maxwell-Chern-Simons model. In this system, there are two important parameters related to…”
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Wave equations associated with Liouville-type problems: global existence in time and blow-up criteria by Ao, Weiwei, Jevnikar, Aleks, Yang, Wen

“…We are concerned with wave equations associated with some Liouville-type problems on compact surfaces, focusing on sinh-Gordon equation and general Toda…”
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An optimal bound on the number of interior spike solutions for the Lin–Ni–Takagi problem by Ao, Weiwei, Wei, Juncheng, Zeng, Jing

“…We consider the following singularly perturbed Neumann problemε2Δu−u+up=0in Ω,u>0in Ω,∂u∂ν=0on ∂Ω, where p is subcritical and Ω is a smooth and bounded domain…”
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Boundary Connected Sum of Escobar Manifolds by Ao, Weiwei, González, María del Mar, Sire, Yannick

“…Let ( X 1 , g ¯ 1 ) and ( X 2 , g ¯ 2 ) be two compact Riemannian manifolds with boundary ( M 1 , g 1 ) and ( M 2 , g 2 ) , respectively. The Escobar problem…”
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On Toda system with Cartan matrix G_2 by Ao, Weiwei, Lin, Chang-Shou, Wei, Juncheng

“…where \gamma _{i} ]]>> Toda system.]]>…”
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Clustered travelling vortex rings to the axisymmetric three-dimensional incompressible Euler flows by Ao, Weiwei, Liu, Yong, Wei, Juncheng

“…For the three dimensional axisymmetric Euler flow, we construct a family of solutions with multiple travelling vortex rings, with large speed of order…”
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Infinitely many positive solutions for nonlinear equations with non-symmetric potentials by Ao, Weiwei, Wei, Juncheng

“…We consider the following nonlinear Schrödinger equation Δ u - ( 1 + δ V ) u + f ( u ) = 0 in R N , u > 0 in R N , u ∈ H 1 ( R N ) where V is a continuous…”
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Existence and stability of a spike in the central component for a consumer chain model in a two-dimensional domain by Ao, Weiwei, Peng, Yunjie, Winter, Matthias

“…In this paper, we study a three-component consumer chain model which is based on Schnakenberg type kinetics in a two-dimensional domain. In the model there is…”
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On the Boundary Behavior for the Blow-up Solutions of the sinh-Gordon Equation and Rank N Toda Systems in Bounded Domains by Ao, Weiwei, Jevnikar, Aleks, Yang, Wen

“…Abstract In this paper we are concerned with the blow-up analysis of two classes of problems in bounded domains arising in mathematical physics: sinh-Gordon…”
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New concentration phenomena for SU(3) Toda system by Ao, Weiwei, Wang, Liping

“…In this paper, we consider the following SU(3) Toda system:(0.1){Δu1+2ρ2h1eu1−ρ2h2eu2=0in B1(0),Δu2+2ρ2h2eu2−ρ2h1eu1=0in B1(0),u1=u2=0on ∂B1(0), where ρ is a…”
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Symmetry and symmetry breaking for the fractional Caffarelli-Kohn-Nirenberg inequality by Ao, Weiwei, DelaTorre, Azahara, González, María del Mar

“…In this paper, we will consider the fractional Caffarelli-Kohn-Nirenberg inequalityΛ(∫Rn|u(x)|p|x|βpdx)2p≤∫Rn∫Rn(u(x)−u(y))2|x−y|n+2γ|x|α|y|αdydx where…”
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On higher-dimensional singularities for the fractional Yamabe problem: A nonlocal Mazzeo–Pacard program by Ao, Weiwei, Chan, Hardy, DelaTorre, Azahara, Fontelos, Marco A., González, María del Mar, Wei, Juncheng

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Bound state solutions for the supercritical fractional Schrödinger equation by Ao, Weiwei, Chan, Hardy, González, María del Mar, Wei, Juncheng

“…We prove the existence of positive solutions for the supercritical nonlinear fractional Schrödinger equation (−Δ)su+V(x)u−up=0inRn, with u(x)→0 as |x|→+∞,…”
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Solutions without any symmetry for semilinear elliptic problems by Ao, Weiwei, Musso, Monica, Pacard, Frank, Wei, Juncheng

“…We prove the existence of infinitely many solitary waves for the nonlinear Klein–Gordon or Schrödinger equationΔu−u+u3=0, in R2, which have finite energy and…”
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On spikes concentrating on line-segments to a semilinear Neumann problem by Ao, Weiwei, Musso, Monica, Wei, Juncheng

“…We consider the following singularly perturbed Neumann problem − ε 2 Δ u + u − u p = 0 in Ω , u > 0 in Ω , ∂ u ∂ ν = 0 on ∂ Ω , where p is subcritical and Ω is…”
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Existence of positive weak solutions for fractional Lane–Emden equations with prescribed singular sets by Ao, Weiwei, Chan, Hardy, González, María del Mar, Wei, Juncheng

“…In this paper, we consider the problem of the existence of positive weak solutions of ( - Δ ) s u = u p in Ω u = 0 on R n \ Ω having prescribed isolated…”
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