无线光码分多址通信系统编码技术研究

介绍了在光码分多址通信系统中常用的几种编码方式,通过分析、比较各自的优缺点,提出了一种比较适合无线光码分多址通信系统的新编码方案,称为双极性码的单极性实现     

点到子空间的距离公式

将点到直线,点到平面的距离公式推广到了ｎ维空间ＬＲ＾ｎ和无限维空间ｌ＾２。     

Detecting the interaction of quantity and quality: A study of Fisher's analysis

In Sections 49 and 50 of the Design of Experiments, Fisher discusses an experiment designed to compare the effects of several types of manure on yield. Each type of manure is applied at three dosage levels: zero, single, and double doses. Fisher points out that the usual contrasts constructed for a factorial experiment are unsatisfactory in this setting. In particular, since the response curves necessarily meet at the zero dose, the usual notion of interaction as a lack of parallelism cannot apply. Fisher then gives an appropriate definition for interaction in this setting. This paper is concerned with a class of orthogonal polynomials that can be used as an aid in the detection of this modified definition of interaction.     

On the construction of balanced and orthogonal arrays

Two series of three symbol balanced arrays of strength two are constructed. Using special classes of BIB designs, two classes of two symbol orthogonal arrays of strength three are constructed.     

二维码OCDMA通信系统的研究

介绍了光正交码和二维光正交码的概念,并对其性能进行了讨论。分析了T/S OCDMA、WDM OCDMA、MW OCDMA三种二维码OCDMA系统,并比较了其性能。给出了二维光正交码光纤延迟线编解码器的设计方案和二维光正交码光纤光栅编码原理。     

基于OFDMA资源调度分配算法的研究

针对OFDMA系统的特点,提出了一种按用户数据速率与信道条件进行资源调度分配算法。该算法在满足一定的公平性原则下,根据用户的信道参数与业务需求,动态分配子载波与传输时隙。同时还给出了该算法的具体实现步骤及在M.1225信道条件下的仿真结果,其结果表明:利用该资源调度算法可提高OFDMA系统的通过率近3倍。     

一种利用PN序列的OFDM频率同步

提出了一种利用PN序列进行OFDM频率估计的新方法。在多径信道中,该方法由于利用了多径信号,提高了频率估计精度。仿真结果显示,其频率估计精度能满足Rayleigh信道下中低速运动时OFDM系统的要求。优点是,当合适选择参数,频率估计范围可达十几个子载波间隔,并且频率同步估计范围和精度可以调节。     

相互正交F—方的完备组

Heclayat与Seiden1970年提出了F—方及正交F—方的概念。有一种型的正交F—方完备组已由上述作者及其他人讨论过。本文目的在于讨论多种型的正交F—方完备组的存在性和构造方法。我们引进了正交均分组和直和子空间完备组的概念,并利用它们构造正交F—方的完备组,得到了某些情形下正交F—方完备组存在的充分必要条件。     

Four mols of order 10 with a hole of order 2

A transversal design with hole T[6;10]?T[6;2] is constructed from a separable group divisible design GD[5,1,8;48].     

Partitioning Pearson's chi-squared statistic for a partially ordered three-way contingency table

This paper presents a generalization of the partition of the chi-squared statistic presented in Beh & Davy (1998). For a three-way contingency table with one or two sets of ordered categories, the chi-squared statistic partition is defined using orthogonal polynomials. Using this partition, information about the relationship between the variables can be obtained by identifying important associations in terms of the location (linear), dispersion (quadratic) and higher order components. The paper compares these partitions with log-linear models for ordinal data.