Blow-up Phenomena in Nonlinear Parabolic Problems

来源 :2014年非线性偏微分方程的演化国际会议 | 被引量 : 0次 | 上传用户:zhaolong0804
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
Blow-up solutions to a class of reaction diffusion equations and systems under various boundary conditions are investigated.Under certain conditions on data the blow-up will occur at some finite time and when the blow-up does occur,lower and/or upper bounds are derived.
其他文献
In this talk,we will present some recent joint works with Chengjie Liu and YaguangWang on the well-posedness theories of the Prandtl layer equations.Firstly,the
会议
Consider the degenerate Fisher equation in one dimensional space or in a cylinder R×Ω,with bounded Ω(∈)Rn, {ut =△u + β(y)ux +up(1-u),t >0,(x,y)∈R×Ω,(a)u
会议
本研究采用实验室前期获得的新疆荒漠甲虫光滑鳖甲Anatolica polita抗冻蛋白基因ApAFP914,构建不同的原核表达质粒,获得了具有不同标签的重组光滑鳖甲抗冻蛋白 ApAFPs。以 ApAF
We will talk about regularity of boundary value problems and particularly about the conditions under which the solution is differentiable.
会议
This talk will report the nonlinear stability of large-amplitude traveling waves of a chemotaxis system with singular logarithmic sensitivity describing the ini
会议
I will talk about the time-asymptotic stability of a superposition of two viscous shock waves for one-dimensional Boltzmann equation in Eulerian coordinate unde
会议
The Ericksen-Leslie system and Q-tensor system for flows of nematic liquid crystals will be discussed.Recent results on existence of global solutions,large-time
会议
In this talk,we will discuss our recent work on the long time existence for small solutions to certain semilinear wave equations of type utt-Δu =|ut|p,posed on
会议
肿瘤已经成为威胁人类生命健康的最大杀手之一。如何早期诊断和治疗肿瘤已成为研究者们一直研究的目标。近红外荧光探针因其吸收和发射波长范围(650-900 nm),可以减小生物体内自发荧光的干扰而被广泛应用于肿瘤的检测。而作为发光基团的BODIPY染料因其高摩尔消光系数,高量子产率,对环境条件不敏感,较强的光稳定性,Stokes位移大及易于修饰等优点而被广泛用作荧光探针的信号部分。但由于其水溶性和生物相
学位
请下载后查看,本文暂不支持在线获取查看简介。 Please download to view, this article does not support online access to view profile.