单位圆

包含奇异类样本的感知机学习规则的单位圆算法

Unit Circle Algorithm of Perceptrons Study Rule with Oddity Sample

我们说在单位圆f的值为。

Well , we said f is zero in the unit circle .

单位圆上，F的长度是。

And , the length of F on the unit circle was just one .

也就是，在单位圆上，F是曲线的切线。

So , on the unit circle , F is tangent to the curve .

单位圆内随机Taylor级数的增长性

Order of growth for random Taylor series in the unit circle

假设f（z）为单位圆内的亚纯函数，且满足（？）

Suppose that f ( z ) is a meromorphic function in the unit circle and (?)

WSN中有效的最小单位圆集覆盖算法

Efficient minimum unit disks set coverage algorithm in wireless sensor networks

单位圆内零级Taylor级数

Taylor series of zero order in unit circle

单位圆丨Z丨<1中解析函数的Hadamard乘积

The Hadamard product of analytic function in the unit disk | z | < 1

利用Riemann映射性质将单位圆内Hp（p≥1）空间的定义推广到了在一般单连通区域上定义Hp（p≥1）空间。

Expand the definition of Hp ( p ≥ 1 ) space in unit circle to the simply connected region using Riemann mapping .

利用单位圆N（0，1）讨论PN空间中线性算子的概率范数的几个性质。

The property of the probabilistic norm of the linear operator in PN space with unit circle N ( 0,1 ) is discussed .

z域取样定理和内插公式在数字信号处理领域中有着非常重要的作用，但它是基于在单位圆上进行取样的。

Sampling theorem and interpolation formula in z domain plays a very important role in the field of digital signal processing .

单位圆内解析函数的Hadamard乘积的性质

The properties of Hadamard product of analytic functions in the unit circle

关于单位圆内亚纯函数的强Borel点

On the strong Borel point of meromorphic functions in the circle

飞机环控系统空冷器的热力计算在热力学极限下，有效配分函数的零点位于z复平面的单位圆上；

Numerical calculations show that in the thermodynamic limit the zeros of the effective partition function are located on the unit circle in the complex z plane .

单位圆内无穷级亚纯函数的T-半径和Borel半径

T-Radii and Borel Radii of Meromorphic Functions of Infinite Order in the Unit Disc

单位圆内代数体函数的Borel点和Nevanlinna点

Borel Points and Nevanlinna Points of an Algebroidal Function in an Unit Circle

单位圆内零级亚纯函数关于小函数的Borel点

The Borel Points on the Small Functions of the Meromorphic Function of Zero Orders in the Unic Disc

单位圆内拟亚纯映射的最大型Borel点的存在性及其性质

On the Existence and Decision Theorem of the Maximum Type Borel Point of Quasi-meromorphic Mappings in the Unit Circle

本文主要利用对称Minkowski平面单位圆上等腰正交的特性，研究对称的Minkowski平面上的非方常数的取值。

In this paper , by making use of characteristics of isosceles orthogonality , non-square constants in symmetric Minkowski planes are studied .

Legendre矩是以Legendre多项式为核函数的矩，在单位圆内Legendre多项式构成了一个完备正交集。

Moments with the Legendre polynomials as kernel function are called Legendre mo-ments , which forma complete orthogonal set inside the unit circle .

借助型函数，研究了单位圆内有限级Taylor级数的增长性及正规增长性与它的系数之间的关系。

In this paper , the formulas the growth order and regular growth of the finite order of Taylor series in unit circle are given by means of the type function and its coefficients .

本文在单位圆内对有穷正级的v值亚纯代数体函数定义了Borel点，并证明了其存在性。

In this paper , the author defines Borel point for v-value meromorphic algebroidal functions of positive finite order in | z | < 1 , and proves the existence theorem of it .

Minkowski平面几何的性质决定了几何图形中圆的性质，范数又决定了单位圆的形状。

A geometric property of the respective Minkowski plane is the circle since , by definition , the shape of the unit circle of a Minkowski plane determines the norm .

不仅实现了自适应非线性滤波的全局寻优和快速收敛，而且提高了系统的稳定性，尤其对于极点靠近单位圆的AR模型信号干扰，滤波性能有较大的提高。

Not only does it realize global optimization of objective function and quickly converge , but also increase the stability of the filter system , especially in the case where the poles of the filter system are close to the unit circle .

分析表明：当Poincare映射的雅可比矩阵有一个特征值从-1处穿越单位圆时，稳定的周期轨道失稳，通过倍化分岔通往混沌。

When the Jacobian matrix of the Poincare map has a eigenvalue passing through the unit circle at ( - 1,0 ), stable periodic orbits become unstable , and chaos occurs via period-doubling bifurcation .

在该方法中，使用施瓦茨（Schwartz）积分推导出了从带有任意方位单一裂隙的圆孔到单位圆的映象函数。

In this method of complex analysis , we used Schwartz integration to derive a mapping function from a circular hole with a single crack at any orientation into a circular hole .

建立了复调和函数积分，得出了其Cauchy积分定理与Cauchy积分公式，并讨论了单位圆上复调和函数Cauchy积分公式的特征。

The integral of complex harmonic functions are established and its Cauchy integral theorem and Cauchy integral formula are obtained . In addition , the characteristic of Cauchy integral formula for complex harmonic functions on unit disk are discussed .

利用Schwarz引理等，证明了单位圆内解析函数的几个不等式，从一个侧面刻画了解析函数的性质。

To use the Schwarz 's lemma etc , we have proved several inequalities of analytic function in unit circle , thus , we have described the properties of analytic function from one side .

提出一种径向剪切干涉图的处理方法，利用最小二乘法以一定义在单位圆上的完全正交的Zernike多项式系列来直接拟合波面。

A processing method of radial shearing interferogram is presented . The wave surface is directly fit by a series of perfect orthogonal Zernike polynomial defined in a unit circle in the use of least square method .