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算子     
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  operator
     The Minimal Operator and Weighted Inequalities for Martingales
     鞅的极小算子与加权不等式
短句来源
     The Renormalization Operator and Kneading Sequence
     重正化算子与搓揉序列
短句来源
     Solvability of Nonlinear Operator Equations (Systems) and Its Applications
     非线性算子方程(组)的可解性及其应用
短句来源
     Asymptotic Trace of Schr(?)dinger Operator on Fractal Drums
     分形鼓上Schr(?)inger算子的迹渐近
短句来源
     Dynamics Theory and Application Research of Chained Multibody System Based on the Representation of Adjoint Operator
     基于伴随变换算子表示的链式多体系统动力学理论与应用研究
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  operators
     Weighted Simultaneous Approximation by the Linear Combinations of Gamma Operators
     Gamma算子线性组合的加权同时逼近
短句来源
     Bloch Constants and Composition Operators on Bloch Spaces
     Bloch常数和Bloch空间上的复合算子
短句来源
     Analytic Function Spaces on Multi-connected Domain and Those Operators
     多连通域上的解析函数空间及其算子
短句来源
     The Boundedness of Operators on Herz-type Spaces on Locally Compact Vilenkin Groups
     算子在局部紧的Vilenkin群上的Herz型空间上的有界性
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     The Study of Fuzzy Aggregation Operators
     关于模糊算子的研究
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更多       
  the operator
     On the Operator equation X-A~*X~(-t)A=I
     关于算子方程X-A~*X~(-t)A=I
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     ON THE OPERATOR EQUATION T~*[T*,T]T=[T~*,T]
     关于算子方程T~*[T~*,T]T=[T~*,T]
短句来源
     On the Positive Solutions of the Operator Equations X+A~*X~(-t)A=I
     算子方程X+A~*X~(-t)A=I的正算子
短句来源
     THE OPERATOR △_κ~2+n~2T~2 AND PLURIHARMONIC FUNCTIONS ON HEISENBERG GROUP
     算子△_κ~2+n~2T~2与Heisenberg群上的多调和函数
短句来源
     bounded linear operator in complete random normed spaces and μ({ω∈Ω:X_T(ω)≥1})=0,the operator(I-T) has an a.
     有界线性算子时,如果μ({ω∈Ω:XT(ω)≥1})=0,则算子I-T有a.
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  operater
     On L_2 Convergence of Grünwald Interpolatory Operater
     Grünwald插值算子的L_2收敛性
短句来源
     Boundedness of Hardy-Littlewood maximal operater on weak Lorentz spaces
     Hardy-Littlewood极大算子在弱型Lorentz空间上的有界性
短句来源
     The relations between B_p,B_p(u),B_(p,∞),B_(p,∞)(u),B~∞_(p,∞),B~(∞)_(p,∞)(u) have been obtained and two sufficient conditions for the boundedness of Hardy-Littlewood maximal operater on weak Lorentz spaces have been found.
     讨论了权Bp,Bp(u),Bp,∞,Bp,∞(u),B∞p,∞,B∞p,∞(u)之间的关系,给出了H-L极大算子在弱型lorentz空间上的有界性的两个充分条件.
短句来源
     The direct integral formula of highorder linear differential equation with constant coefficients is given. It is different from traditional methods and deferential operater method.
     对高阶常系数线性微分方程求解,本文采用了不同于一般教科书上的传统方法,如特征方程法,待定系数法,也不同于算子法,而是给出高阶常系数线性微分方程的直接积分公式。
短句来源
     Geometry and Analysis for a Class of Nonlinear Elliptic Operater on Convex Domains
     凸区域上一类非线性椭圆算子的几何与分析
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  operator
The space itself can be characterized essentially as the domain where the generalized Bergman operator is nondegenerate.
      
We study eigenfunctions of a Dunkl-Cherednik-type operator in the algebra $\mathcal H$, and the corresponding Fourier transforms.
      
The frame operator of this sequence is expressed as a matrix-valued function multiplying a vector-valued function.
      
Let $Mf(x) = \sup(1/2r)\int^{x+r}_{x-r} |f(t)|\;dt$ be the centered maximal operator on the line.
      
The method we use is a combination of the smoothing effect of the operator ?t + ?x(2j+1) and a gauge transformation performed on a linear system, which allows us to consider initial data with arbitrary size.
      
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  operators
In our paper [KR] we began a systematic study of representations of the universal central extension[InlineEquation not available: see fulltext.] of the Lie algebra of differential operators on the circle.
      
We express them in terms of generatorsEij ofU(gl(n)) and as differential operators on the space of matrices These expressions are a direct generalization of the classical Capelli identities.
      
This paper is devoted to a systematic study of quantum completely integrable systems (i.e., complete systems of commuting differential operators) from the point of view of algebraic geometry.
      
In the interesting case when the group is of Coxeter typeDn (n≥4) we use higher polarization operators introduced by Wallach.
      
There are natural concepts of the action of ann-valued group on a space and of a representation in an algebra of operators.
      
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  the operator
The method we use is a combination of the smoothing effect of the operator ?t + ?x(2j+1) and a gauge transformation performed on a linear system, which allows us to consider initial data with arbitrary size.
      
These conditions usually amount to checking the boundedness of the operator on functions that are powers of the weights and are hard to check.
      
The same is true for frequency modulation provided the symbol of the operator is piecewise continuous.
      
It turns out that if the operator is polynomially bounded, then optimal convergence is polynomial, while if the operator is exponentially bounded, then optimal convergence proceeds logarithmically.
      
Let $0 \neq f\in \mathcal{S}(\mathbb{R}^+).$ We show that Lf(L)δ, the distribution kernel of the operator Lf(L), is an admissible function on G.
      
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