نتایج جستجو برای: non simultaneous blow up

تعداد نتایج: 2219095  

Journal: :computational methods for differential equations 0
razie shafeii lashkarian department of mathematics, university of alzahra, tehran, iran dariush behmardi sharifabad department of mathematics alzahra university

for the polynomial planar vector fields with a hyperbolic or nilpotent critical point at the origin, the monodromy problem has been solved, but for the strongly degenerate critical points this problem is still open. when the critical point is monodromic, the stability problem or the center- focus problem is an open problem too. in this paper we will consider the polynomial planar vector fields ...

2011
Lidor Avigad Oded Goldreich

Referring to the query complexity of testing graph properties in the adjacency matrix model, we advance the study of the class of properties that can be tested non-adaptively within complexity that is inversely proportional to the proximity parameter. Arguably, this is the lowest meaningful complexity class in this model, and we show that it contains a very natural class of graph properties. Sp...

2008
Andrea Braides Laura Sigalotti

In this paper we highlight how the Fonseca and Müller blow-up technique is particularly well suited for homogenization problems. As examples we give a simple proof of the nonlinear homogenization theorem for integral functionals and we prove a homogenization theorem for sets of finite perimeter.

2006
YanYan Li Lei Zhang

For a sequence of blow up solutions of the Yamabe equation on non-locally conformally flat compact Riemannian manifolds of dimension 10 or 11, we establish sharp estimates on its asymptotic profile near blow up points as well as sharp decay estimates of the Weyl tensor and its covariant derivatives at blow up points. If the Positive Mass Theorem held in dimensions 10 and 11, these estimates wou...

2011
Cheng Yuan QU Rui Hong JI Si Ning ZHENG S. N. ZHENG

Abstract In this paper, we investigate the blow-up properties of a quasilinear reaction-diffusion system with nonlocal nonlinear sources and weighted nonlocal Dirichlet boundary conditions. The critical exponent is determined under various situations of the weight functions. It is observed that the boundary weight functions play an important role in determining the blow-up conditions. In additi...

2017
Serge Dumont Louis Dupaigne Olivier Goubet Vicentiu Radulescu Thomas Lachand-Robert

This article is concerned with the existence, uniqueness and numerical approximation of boundary blow up solutions for elliptic PDE’s as ∆u = f(u) where f satisfies the so-called Keller-Osserman condition. We characterize existence of such solutions for non-monotone f . As an example, we construct an infinite family of boundary blow up solutions for the equation ∆u = u(1 + cos u) on a ball. We ...

2003
G. CITTI M. MANFREDINI Maria Manfredini

In this paper we extend the De Giorgi notion of rectifiability of surfaces in non homogeneous Lie groups. This notion and the principal properties of Cacciopoli sets had already been proved in homogeneous Lie group, using a blow-up method, with respect to the natural dilations. In non homogeneous Lie groups no dilation are defined, so that we need to apply a freezing method, locally approximati...

Journal: :Stochastic Processes and their Applications 2020

Journal: :Journal D Analyse Mathematique 2023

We consider the non-local Liouville equation $${\left( { - \Delta } \right)^{{1 \over 2}}}u = {h_\varepsilon }{e^u} 1\,\,\,\,\,{\rm{in}}\,\,{\mathbb{S}^1},$$ corresponding to prescription of geodesic curvature on circle. build a family solutions which blow up, when hε approaches function h as ε → 0, at critical point harmonic extension provided some generic assumptions are satisfied.

Journal: :Annales de l'Institut Henri Poincaré C, Analyse non linéaire 2019

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