Normalized intensity correlation function of single-mode laser system driven by colored cross-correlation noises

Considering a single-mode laser system with cross-correlated additive colored noise and multiplicative colored noise, we study the effects of correlation among noises on the normalized intensity correlation function C(s).C(s) is derived by means of the projection operator method.     

Tchebycheff-Fourier级数的Vallce Poussin平均逼近函数类Lip α

本文考虑用ＴｃｈｅｂｙｃｈｅｆＦｏｕｒｉｅｒ级数的ＶａｌéｅＰｏｕｓｉｎ平均逼近函数类Ｌｉｐα,在ｆ（ｘ）∈Ｃ［－１,１］时获得了逼近阶及逼近误差的表达式,推广并较大地改进了文献［１,２］中的有关结果．     

Sundual characterizations of the translation group of

We characterize the first three sundual spaces of , with respect to the translation group of .

     

Randomised circular means of Fourier transforms of measures

We explore decay estimates for circular means of the Fourier transform of a measure on in terms of its -dimensional energy. We find new upper bounds for the decay exponent. We also prove sharp estimates for a certain family of randomised versions of this problem.

     

通信局站节能方式探究

节能降耗已成为电信企业的重点关注对象,研究通信局站的节能是一个方向。文中分析了通信机房运营现状,提出了基站的合理节能方式。     

基于一种动态颜色模型的模糊C-均值图像分割

不同颜色的可见光本质上是具有不同波长范围的电磁波.本文试探性地提出了一种动态颜色模型,它模拟了成像曝光时间内图像平面所接收到的电磁波的动态变化.离散化之后,彩色图像的颜色特征能够被表示成一个K维矢量,称为彩色图像的动态颜色空间表示.然后建立了模糊C-均值分割算法,分别在动态颜色空间和RGB空间分割彩色图像,实验结果表明动态颜色空间的分割结果优于RGB空间的分割,从而验证了动态颜色空间的性能.笔者相信本文所提出的动态颜色模型也能够被用于纹理分析或其它的图像处理领域.     

Strong Convergence of Spherical Harmonic Expansions on H1(Sd-1)

Let $\sigma_k^\delta$ denote the Cesaro means of order $\delta > -1$ of the spherical harmonic expansions on the unit sphere $S^{d-1}$, and let $E_j(f, H^1)$ denote the best approximation of $f$ in the Hardy space $H^1(S^{d-1})$ by spherical polynomials of degree at most $j$. It is known that $\lambda:= (d-2)/2$ is the critical index for the summability of the Cesaro means on $H^1(S^{d-1})$. The main result of this paper states that, for $ f\in H^1(S^{d-1})$, $$\sum_{j=0}^N \f 1{j+1} \|\sigma_j^\lambda (f) -f\|_{H^1}\approx \sum_{j=0}^N \f 1{j+1} E_j(f, H^1),$$ where “$\approx$” means that the ratio of both sides lies between two positive constants independent of $f$ and $N$.     

Superiority of zoom lens coupling in designing a novel X-ray image detector

We design a novel X-ray image detector by lens coupling a Gd2O2S:Tb intensifying screen with a high performance low-light-level (L3,which often means luminescence less than 10-3 Lux) image intensifier.Different coupling effects on imaging performance between zoom lens and fix-focus lens are analyzed theoretically.In experiment,for designing a detector of 15-inch visual field,the system coupled by zoom lens is of 12.25-1p/cm resolution,while the one with fix-focus lens is 10 lp/cm.The superiority of zoom lens is validated.It is concluded that zoom lens preserves the image information better than fix-focus lens and improves the imaging system's performance in this design,which is referential to the design of other optical imaging systems.     

On Approximation Methods Generated by Bochner-Riesz Kernels

Means and families of operators generated by Bochner-Riesz kernels are studied. Some sharp results on their convergence are achieved. The equivalence of the approximation errors of these methods to smoothness quantities related to the Laplacian is proved.      

专业认证背景下电力系统分析思政建设

针对电力系统分析课程在工程教育专业认证理念背景下，进行课程思政建设时所存在的问题，提出了以具体思政方法构成的解决措施内环，以工程认证思想构成的理念约束外环，在内外双环手段的共同作用下，使电力系统分析课程的教学过程能够在专业认证理念约束的框架下，合理并有效地进行课程思政建设与改革，最终实现专业认证、课程思政工作相互促进融合与立德树人的伟大教育目标。