【摘 要】
：
We consider the problem of the existence of positive solutions with prescribed isolated singularities of the fractional Yamabe problem.Near each singular po
【出 处】
：
非线性偏微分方程和数学物理研讨会(NPDEMP 2016)
论文部分内容阅读
We consider the problem of the existence of positive solutions with prescribed isolated singularities of the fractional Yamabe problem.Near each singular point,these solutions are approximated by the Delaunay-type singular solution which has been studied recently by De la Torre,Del Pino,Mar Gonzalez and J.C.Wei.Away from the singular points,these solutions are approximated by the summation of the Greens function.This result is the analogous result for the classical Yamabe problem studied by Mazzeo and Pacard(1999).This is a joint work with De la Torre,Mar Gonzalez and J.C.Wei.
其他文献
Functional near-infrared spectroscopy(fNIRS)is a relatively new neu-roimaging technique.It is a low cost,portable,and non-invasive method to monitor brain a
Resampling-based hypothesis testing procedures such as bootstrapping and permutations tests are widely used when the distribution of the test statistic is a
There has been an intense development on the estimation of a sparse re-gression/classification model in statistics,machine learning and related fields.In th
Motivated by the analysis of imaging data,we propose a novel functional varying-coefficient single index model(FVCSIM)to carry out the regression analysis o
Brain atlas is considered to be the cornerstone of basic neuroscience and clinical researches.Brainnetome atlas is constructed with brain connectivity profi
Majority of multimodal neuroimaging studies are analyzed separately for each modality.Importantly,statistical methods that simultaneously assess multi-modal
We construct finite time blow-up solutions to the 2-dimensional harmonic map flow into the sphere S2,ut =△u+|▽u|2u in Ω×(0, T)u = φ on (e)Ω×(0,T)u(·
In this talk,the speaker will talk about the results obtained in recent years on the existence and uniqueness of vortex patch for two dimensional imcompress
Let X =(X1,X2,…,Xm)be a system of real smooth vector fields defined on a bounded open domain Ω()Rn with smooth boundary (e)Ω which is non-characteristic
Symmetry breaking results for optimal functions in critical and subcritical functional inequalities involving weights can be obtained by a local analysis(li