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复旦大学数学物理方法课件第十四章 Green函数偏微分方程解的积分表示。
本文首先引入了与稳态的薛定谔算子相关的广义容度和 Green 能量, 然后得到它们和概率测度间的相互关系. 进而,利用容度工具刻画了锥中与稳态的薛定谔算子相关的极细集和稀疏集.
西南交通大学数学学院高等数学课件 对坐标的曲线积分、Green公式。
重庆理工大学数学与统计学院数学分析课件第二十一章第三节 格林（Green）公式、曲线积分与路径无关的条件
重庆理工大学数学与统计学院 数学分析 课件 第二十一章 第三节 格林（Green）公式、曲线积分与路径无关的条件
2015/10/15
重庆理工大学数学与统计学院数学分析课件第二十一章第三节 格林（Green）公式、曲线积分与路径无关的条件。
We generalize a construction of the Neron model for a family of intermediate
Jacobians due to Green, Griths and Kerr by using the theory of mixed Hodge modules.
It is a topological group de ned ov...
用符号逻辑的方式,证明在无穷多个（平面）任意单连通闭合曲线坐标系[包括正交曲线坐标系和非正交曲线坐标系] Green 公式的存在, 将二重积分推广到无穷多个任意单连通闭合曲线坐标系,实现任意平面区域二重积分,实现向量场(平面电场、平面磁场、平面流体场等) 和数量场在任意自由平面区域的积分计算, 实现流形上的Green 公式和工程意义上的流形积分.
流形上的Green公式和式极限证明和计算实例[2012英文版]
微积分学 拓扑学 物理学 向量场 数量场 单连通闭合曲线坐标系(平面) 流形上的Green公式 工程意义上的流形积分 和式极限 证明 计算实例
2015/6/3
用符号逻辑/和式极限的方式, 证明在无穷多个任意单连通闭合曲线坐标系 [包括正交曲线坐标系和非正交曲线坐标系]Green公式的存在,将二重积分推广到无穷多个任意单连通闭合曲线坐标系,实现任意平面区域二重积分,实现向量场(平面电场、平面磁场、平面流体场等)和数量场在任意自由平面区域的积分计算,实现流形上的Green公式和工程意义上的流形积分.
Spectral asymptotics for nonsmooth singular Green operators
Spectral asymptotics nonsmooth singular Green operators Analysis of PDEs
2012/5/9
Singular Green operators G appear typically as boundary correction terms in resolvents for elliptic boundary value problems on a domain \Omega \subset R^n, and more generally they appear in the calcul...
C-sortable words as green mutation sequences
Coxeter group quiver mutation cluster theory exchange graph
2012/5/9
Let Q be an acyclic quiver and s be a sequence s with elements in the vertex set Q_0. We describe a sequence of simple (backward) tilting in the bounded derived category D(Q), starting from the standa...
双调和Green函数与Bergman核函数
Bergman核函数Green函数 双调和Green函数
2011/9/29
Bergman核函数一直以来都是一个被大量讨论与研究的热门话题。由Bergman核函数所展开的一系列问题的研究也取得了很多成果。以前已经研究得到了Green函数与Bergman核函数之间的关系，并且也研究了双调和Green函数的许多方面，了解了它的很多性质，但是，人们对双调和Green函数与Bergman核函数之间的关系还不知道。本文从这个思路出发，借鉴了Green函数与Bergman核函数之间的...
On a canonical class of Green currents for the unit sections of abelian schemes
unit sections of abelian schemes canonical class of Green currents Algebraic Geometry
2011/9/22
Abstract: We show that on any abelian scheme over a complex quasi-projective smooth variety, there is a Green current for the zero-section, which is axiomatically determined up to $\partial$ and $\bar...
Random Walk on a Co-Compact Fuchsian Group: Behavior of the Green's Function at the Spectral Radius
hyperbolic group surface group randomwalk Green’s function Gromov boundary Martin boundary Ruelle operator theorem
2011/9/22
Abstract: It is proved that the Green's function of a symmetric finite range random walk on a co-compact Fuchsian group decays exponentially in distance at the radius of convergence R. It is also show...
Green Currents for Meromorphic Maps of Compact Kahler Manifolds
Green Currents Meromorphic Maps Compact Kahler Manifolds
2011/9/9
Abstract: We consider the dynamics of meromorphic maps of compact K\"ahler manifolds. In this work, our goal is to locate the non-nef locus of invariant classes and provide necessary and sufficient co...
Green's function and large time behavior of the Navier-Stokes-Maxwell system
Navier-Stokes-Maxwell system dissipation Green’s function asymptotic stability
2011/9/1
Abstract: In this paper, we are concerned with the system of the compressible Navier-Stokes equations coupled with the Maxwell equations through the Lorentz force in three space dimensions. The asympt...
Alternative construction of the closed form of the Green's function for the wavized Maxwell fish-eye problem
Maxwell’s fish-eye problem Green’s function scalar wave optics gradient-index (GRIN) optics
2011/8/31
Abstract: In the recent paper [J.\ Phys.\ A 44 (2011) 065203], we have arrived at the closed-form expression for the Green's function for the partial differential operator describing propagation of a ...