解析半群,analytic semigroup
1)analytic semigroup解析半群
1.We show in this paper the conditionthat strongly elliptic differential operators with singular lower order coefficients belonging to a class of measurable functions which includes the Schecter potential class Mσ,τ,q generateanalytic semigroups, particularly, the class includes Lp(Rn).本文提出了低阶项系数具一定奇异性的高阶强椭圆微分算子生成解析半群的条 件,其包含了低阶项系数属于Schecter位势类的情形。
2.In this paper, by use of energy integral and some estimates ofanalytic semigroup, the existence of the exponential attractors of The Generalized 2D Ginzburg-Landau equations in Banach subspaces X-αof Lp(Ω) is proved.本文应用能量积分和解析半群的有关估计,研究广义二维Ginzburg-Landau方程 在Banach空间LP(Ω)的子空间X-α的指数吸引子。
3.By using energy integral and some estimate ofanalytic semigroup,the existence of the exponential attractors of positive solutions for a kind of reactiondiffusion equations in Banach subspaces Xαp of Lp(Ω) is proved.应用能量积分和解析半群的有关估计,证明了一类非线性项为任意次多项式的反应扩散方程非负解在Banach空间Lp(Ω)的子空间Xαp的指数吸引子的存在性。
2)C 0 analytic semigroupC0解析半群
3)Holomorphic regularized semigroup正则解析半群
4)analytic families of integrated semi-groups积分半群的解析族
1.The paper introduces integrated semi-groups andanalytic families of integrated semi-groups,the relations among the three natural ways to understand "analyticity" of the family are clarified.介绍了积分半群及积分半群的解析族,阐述了积分半群的无穷小生成元解析、积分半群解析和预解式解析三者之间的关系。
5)Semi analytical solution半解析解
英文短句/例句
1.Analytical and Semi-analytical Solutions to One-Dimensional Consolidation in Unsaturated Soils非饱和土一维固结的解析解及半解析解
2.SEMI-ANALYTIC SOLUTION OF DYNAMIC CHARACTERISTICS OF NON-PRISMATIC TIMOSHENKO SIMPLY SUPPORTED BEAMS变截面Timoshenko简支梁动力特性的半解析解
3.A Semi-Analytical Solution of Vibration Characteristic for Turbo-Generator Stator Core System汽轮发电机定子铁芯系统的振动特性半解析解
4.Semi-analytical solution for solute radial transport dynamic model with scale-dependent dispersion考虑弥散尺度效应的溶质径向运移动力学模型及半解析解
5.analytically unramified semilocal ring解析非分歧半局部环
6.Semi-analytic Nodal Methods for Neutron Diffusion Calculation求解中子扩散方程的半解析节块方法
7.FACTORIZATION OF ANALYTIC FUNCTION OF ORDER INFINITY IN A HALF-PLANE半平面中无限级解析函数的因子分解
8.Analytical and semi-analytical methods for the seepage field dammed by underground structures地下结构对渗流场阻隔问题的解析~半解析法
9.Scattering of Plane P Waves by a Semi-cylindrical Hill: Analytical Solution;半圆弧凸起地形对平面P波的散射解析解
10.Convolution Semi-analytical Differential Quadrature Method for Structural Dynamic Response求解结构动力响应的卷积型DQ半解析法
11.A new semi-analytical method for solving hydrodynamic pressure on dams一种新的求解坝面动水压力的半解析方法
12.Having half-baked knowledge is worse than knowing nothing at all.一知半解，不如不知不解。
13.semicircular canal【解】(耳的)半规管
14.The Semi-Analytical Approach for Static and Dynamic Analysis of the Parallel Shear Wall- Corewall Structure;芯墙—并联剪力墙结构动静力分析的半解析法
15.Semi-analytical Numerical Analysis of Moderate-Thickness Plate and Subgrade Interaction;半解析数值法分析中厚板基础与地基相互作用
16.Semi-analytical solution to cavity expansion in crushable sands考虑砂土颗粒破碎的圆孔扩张半解析分析
17.Semi-analytical analysis of the response of the air temperature over the land surface to the global vegetation distribution全球植被分布对陆面气温影响的半解析分析
18.Semi-analytical static analysis of bundled-tube structure of super high-rise building超高层建筑束筒结构的半解析静力分析
相关短句/例句
C 0 analytic semigroupC0解析半群
3)Holomorphic regularized semigroup正则解析半群
4)analytic families of integrated semi-groups积分半群的解析族
1.The paper introduces integrated semi-groups andanalytic families of integrated semi-groups,the relations among the three natural ways to understand "analyticity" of the family are clarified.介绍了积分半群及积分半群的解析族,阐述了积分半群的无穷小生成元解析、积分半群解析和预解式解析三者之间的关系。
5)Semi analytical solution半解析解
6)semi-analytical solution半解析解
1.Differing from the traditional energy balance method(EBM),the aeolian vibration has been researched by thesemi-analytical solution.为预防微风振动对输电线路的破坏、有别于传统的能量平衡法,研究了微风振动的半解析解。
2.The semi-analytical method was used to solve the consolidation problem based on the available analytical theory for one-dimensional linear consolidation of layered soils,and thesemi-analytical solution was obtained and.基于现有的成层地基一維线性固结解析理论,采用半解析法求解,得到了相应的半解析解并编制了计算程序。
延伸阅读
解析群解析群analytic group解析群lan川州cg找川p:a即几价。，eeRao rpy皿a]一个集合G，它同时具有拓扑群(topologicalgrouP)构造及有限维解析流形(a nalytie manifold)构造(在域k上，它对某个非平凡范数是完全的，见域上的范数(加皿on a field))，使按规则(x，力~翔一’定义的映射G‘G乡‘是解析的.解析群恒为Ha比do川’打，扑群;如果火是局部紧的，则G是局部紧的如果灸分别为实数域、复数域或p进数域，则〔_矛分别称为实的、复的或p进的解析群人上向量空间妙的一般线性群GL(nk)〔见线性典型群(l，ne:，rdassl以lgroup))，或者更一般地，由人L有单位元的任何有限维结合代数的所有可逆元索组成的群是解析群的例子、一般说来，人上定义的代数群阳!罗braic grouP)的k有理点组成的群是一个解析群.解析群G的子群如果是G的子流形，则称之为解析子群(analytle subgrouP、;这种沂群必定在G中是闭的例如.正交群O衡n，k)二扮任GL(n.幼:’心二川是Gl(nk)中的解析一于群r实的或p进解析群的所有闭子群都是解析的，这种群的每个连续同态都是解析的(C盯ta。定理了C盯tan the-orems)，见1 11).解析群有时称为Lle群( Lie grouP)(!l」)，但是Lle群通常指的是实解析群，见!2}，{3」及lie群(LlegouP)复的和p进的解析群分别称为复肠e群及尸进L(群.仁面所述的(盯tan定理表明，实的或P进的解析群的范畴丈以togor川是局部紧拓扑群的范畴中的完全子范畴这些范畴相差有多大一即何时一个局部紧群G为实解析群或尹进解析群，这个问题可用穷举法予以回答:如果G是实解析群，则它必含有单位元的一卜邻域，其中没有作平卜L子群(见【5]一[9});如果它是p进解析群，则它必含有一个有限生成的汗子群U，U是一个投射尸群(卿一p一g“〕洱习，且其换位r群包含在由U的儿素的厂次幂组成的集合u护之中(见【10]工特别地，任何打;扑群，只要有单位元的一个邻域同胚于·个E司id空间(所谓的尽邵Eudid巧妙带(网扮EuCli山汾n topok犯i-司grouP)，见[41)‘它就是一个实解析群.换言之，如果在一个拓扑群中存在连续的局部坐标，即可推得解析的局部坐标存在，这个结果对Hilben第五间题(Hilbert欣h Pn)b砧m以见{51，f川})给出了肯定的回答.如果域k的特征为0，那么研究解析群的最重要的方法是研究它们的Lie代数(见解析群的Ue代数(1一e al罗bra ofa:一:analyticgn〕uP)).有关无限维解析群，见B田.山Ue群(Liegl.叩Banaeh)【补注】在四方的文献中连通L比群(田nne以祖L记grouP)常称为解哲群扭naly“gfO叩)·Cartan定理通常可追溯到J von Neum乏xnn(见{A 11.鱿艇〕)、
