自反Banach空间关于一类闭稠定算子的谱分解

设Ｔ是自反Ｂａｎａｃｈ空间Ｘ中闭稠定算子具有谱σ（Ｔ）＝｛λ∈Ｃ｜Ｒｅλ≤－λ＊｜∪｛     

NEUMANN SERIES SOLUTION TO A NEUTRON TRANSPORT EQUATION OF SLAB GEOMETRY

This paper deals with the solution to an energy, dependent stationary neutrontransport equation of slab geometry. In L~p space, the equation is converted into an equiva-lent integral equation. By the study of the corresponding integral operator and its spectralradius, results of Neumann series solution are obtained, and an easy-verified condition thatthe transport equation has a nonnegative solution is given.     

线性不确定多时滞系统的稳定性新判据

针对线性不确定多时滞系统,建立了一个新的时滞无关稳定性充分条件的结果。根据谱半径相关理论,通过频域法,在只要求系统矩阵A为Hurwitz矩阵的条件下,得到了线性不确定多时滞系统的稳定性新判据。最后,通过两个数值示例与已有文献中的结果进行比较,说明了该结果的有效性。     

交叉谱估计及其在导弹系统仿真模型验证中的应用

本文阐明了交叉谱的基本概念。结合反坦克导弹系统的特点，提出一种利用交叉谱来检验导弹系统仿真模型有效性的方法，这一方法的显著特点是：它能够同时给出几组动态数据在频谱、相位、线性相关性以及增益等方面的信息，并可以给出定量的估计结果。最后利用实例来说明这一方法在导弹仿真模型验证中的应用     

格点Sierpinski地毯上具有正边界条件Ising模型的谱缝隙估计

主要采用Ising模型的blockdynamics方法,且对Ising模型正负粒子分离线高度进行估计.对于无外场的Ising模型,当参数β充分大时,给出了Ising模型谱缝隙的一个下界.     

Super-high sensitivity systems for detection and spectral analysis of ultraweak photon emission from biological cell cells and tissues

Summary In this paper we summarize and discuss the modern technology and systems, studied and established by our research group, for performing the detection and special analysis incorporated with the super-high senstivity photon counting method for the study of ultraweak photon emission; for example, extra-weak bioluminescence and chemiluminescence from living cells and tissues, closely related to biochemical and biophysical processes and activities. An excellent sensitivity of the basic photon counting system, making it possible to achieve count rates in the very low range of one photoelectron per second to one per minute, allowed us to carry out in vivo as well as in vitro measurements, and analyses of ultraweak bioluminescence and chemiluminescence. Recent results concerning ultraweak photon emission from blood samples and organ homogenates of rats are presented and reviewed as one of the interesting and valuable applications of our modern technology for studying ultraweak cell and tissue radiation.     

关于“用光谱线形分析来演示麦克斯韦速度分布率”一文的商榷

本文指出了“Demonstration of Maxwell distribution law of velocity by spectral line shapeanalysis”一文中的某些错误(该文发表于Am.J.Phys.V.52(1),1984;PP.80～81.)     

H-矩阵的刻化及一类实矩阵逆的上下界估计

 H-矩阵是一类有很强应用背景的矩阵,首先利用矩阵的分裂刻划了H-矩阵;然后给出了更精确的H-矩阵逆的上下界估计;进而把该结论推广到一类实矩阵.所用方法不同于以往有关结论,并改进了最近的相关结果.