BERGMAN相关论文
The precise Lp norm of a class of Forelli-Rudin type operators on the Siegel upper half space is given in this paper.The......
We consider Toeplitz operators Tu with symbol u on the Bergman space of the unit ball,and then study the convergences an......
The main point is the calculation of the Bergman kernel for the so-called Cartan-Hartogs domains. The Bergman kernels on......
In this paper we study the complete invariant metrics on Cartan-Hartogs domains which are the special types of Hua domai......
Let φ be a linear fractional self-map of the ball BN with a boundary fixed point e1,we show that1φReφ1(z)~Re(1-z1)hold......
In this paper,we get the full expansion for period map from the moduli space Mg of curves to the coarse moduli space Ag ......
In this paper we establish characterizations of α-Bloch functions on the unit ball without use of derivative, which are......
We give a precise estimate of the Bergman kernel for the model domain defined by Ω F={(z,w) ∈ C n+1:Im w |F (z)| 2 】 ......
In this note we discuss various canonical metrics on complex manifolds. A generalization of the Bergman metric is propos......
A stability theorem of the Bergman kernel and completeness of the Bergman metric have been proved on a type of non-smoot......
The boundary behavior of the Bergman kernel function of a kind of Reinhardt domain is studied. Upper and lower bounds fo......
We have computed the Bergman kernel functions explicitly for two types of generalized exceptional Hua domains, and also ......
The first part of this paper discusses the motivation for the Lu Qi-Keng conjecture and the results about the presence o......
Let Un be the unit polydisc of Cn and =(1,…n) a holomorphicself-map of Un. As the main result of the paper, it shows t......
它在鸡蛋领域上被看那: $$\Omega _a =\{ \xi =( z , w ) \in { \bf {}}{ \Bbb C }^ m ,{ \bf {}} w \in { \bf {}}{ \B......
二维聚合物是指只在两个维度上生长而得到的聚合物。它们的厚度接近单原子层,具有类似于膜的性质。通过平面型多官能度单体间的......
利用Bergman环化反应形成的芳基双自由基,我们构建了具有线型、刷状、球型、面型等多种拓扑形貌的聚合物.基于这些聚合物的特点,我......
会议
第一部分,研究人员Bergman核的穷竭性,即,核在任意趋向于边界的点序列上无界。研究人员首先改进了Pflug的一个结果。同是研究人员还考......
计算出两类广义例外华罗庚域的Bergman核函数的显式表达式.同时利用Appell的多变量的超几何函数给出了例外华罗庚域的Bergman核函......
第一类华结构Bergman核函数的高维超几何函数形式和有限和形式都是在其无穷级数和形式的基础上,对指标p1,p2,…,pn分别进行某些限......
本文得到了加权Bergman空间L_(aa)~2(D)上面的Hankel算子的有界性和紧性的充要条件。...
主要借鉴了ZHENG和MIRJANA的方法技巧,研究了圆环上一般Bergman空间比(1〈p〈+∞)中的,带有界符号的Toeplitz算子T的性质,并得出它要成为......
The Bergman kernel function plays an important ro1e in several complex variables.There exists the Bergman kernel functio......
拉尔夫劳恩斯上市一个新的女用香水,其设计创意来自最有魅力的电影明星Ingrid Bergman和Lauren Bacall。新款香水名为Notoriety声名......
表面反应,即在固体表面发生的化学反应,一直是化学学科的研究焦点。近年来,人们借助扫描隧道显微镜(STM)等表面分析技术,在表面上成功实......
2010年3月15—16日,中国电子制造年年(IPC CEMAC)2010将于上海展会期间,在上海推出来自IPC美国的资深专家、IPC技术转让总监Dieter Ber......
利用再生核定义了Bergman投影算子,给出了Bergman投影算子有界性的充分条件....
The Bergman kernel function plays an important role in several complex variables. There exists the Bergman kernel functi......
设 Dn 是 Cn 中的单位多圆柱,φ(z)=(φ1(z),φ2(z),…,φn(z))是 Dn 的一个全纯自映射,ψ(z)是 Dn 上的全纯函数。研究了单位多圆柱上从加权 Bergma......
本文定义了一类新的解析函数加权 Orlicz 空间,获得了此空间上的再生核公式以及有关算子的有界性定理。这些结果是 Bergman 空间上......
2005年4月14日下午,WECC(World Electronic Circuits Council世界电子电路理事会)秘书长、IPC副总裁David W.Bergman莅临CPCA总部,......
探讨了二连通域上Bergman空间的原子分解,并给出了Bergman空间函数的一种级数表示....
给出了域D={Z=(Z1,Z2)∈C^2:|Z1|^4+|Z2|<1}上的Bergman核函数以及解析自同构最大群Aut(D)。......
The world of Ingmar Bergman is notoriously dark. He exposes us repeatedly to the isolation of human subjectivity and to ......
本文给出了在Bergman空间中函数被多项式逼近的阶与被逼近函数是ρ级σ型整函数的充要条件。......
含特征M=N双键的前过渡金属末端氮卡宾配合物是一类重要的金属配合物。一些国际知名的金属有机化学家,如美国加州大学伯克利分校的R......
目的分析医用射线防护喷剂(伯格曼)应用在乳腺癌患者急性放射性皮肤损伤中的效果。方法选取2015年1月~2016年6月我科收治的乳腺癌......
The dominating set of the weighted Bergman space in the unit disk is characterized in terms of the pseudo-hyperbolic met......
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This article is devoted to characterizing the boundedness and compactness of multiplication operators from Hardy spaces ......
In this article,we study complex symmetric Toeplitz operators on the Bergman space and the pluriharmonic Bergman space i......
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在这份报纸,我们主要在联合起来的球的加权的 Bergman 空格与 square-integrable 符号考虑小 Hankel 操作员。我们获得小 Hankel 操......