一类实矩阵方程的双对称解

本文讨论了实矩阵方程X^△AX=A（A为非退化实双对称矩阵,X^△为X的双转置矩阵）的非退化解问题,并给出一般解的形式;同时讨论了实矩阵方程石XAX=A的双对称解问题,并给出了一般解的形式．     

次强Hermiter矩阵及其性质

在次Hermiter矩阵定义的基础上给出了次强Hermiter矩阵的概念,利用次Hermiter矩阵的研究方法及性质,推出了次强Hermiter矩阵的一些性质．     

空间连杆机构装配构形的建模及求解

提出完全有效元素法并用于建立一类空间连杆机构装配构形问题的统一数学模型;将综合消元法用于确定机构的所有装配构形。实例计算表明,本文理论正确、方法实用新颖、程序运行可靠。     

Towards skin polarization characterization using polarimetric technique

Measurement of optical properties of skin is an expanding and growing field of research. Recent studies have shown that the biological tissue, especially skin, changes the polarization state of the incident light. Using this property will enable the study of abnormalities and diseases that alter not only the light intensity but also its polarization state. In this paper we report an experimental study for measuring changes of polarization state of the light scattered from a phantom similar to a sample model of scattering skin. Using the notation of Stokes vector for the polarized light and Mueller matrix for the sample with its polarization properties, we have shown that some elements of the matrix were particularly sensitive to the changes of the polarization-altering physical properties of the scatterers within the phantom.      

互素多项式在线性变换下的维数特征

给出了一类线性变换多项式的维数特征定理,并通过将该定理应用于矩阵多项式的秩问题,获得或推广了现行相关文献中的许多结果。     

Young children,gender and the heterosexual matrix

In this paper I consider the adult focus of current mainstream gender theory. I relate this to how the concept of the heterosexual matrix originates in a social contract which excludes children from civil society. I argue that this exclusion is problematic both for theoretical reasons and from the perspective of children themselves. I start by discussing the nature of the heterosexual matrix and its foundations. I consider the implications for participation which arise from being named as a child, how that affects children's attempts to claim participation in civil society, and how this is related to children's naming of themselves as gendered. I then briefly consider the possibility that, because of their exclusion, children might also be considered to be exempt from the heterosexual matrix. However, I argue, there is considerable evidence that children are actively sexual beings who also work hard to claim inclusion in local practices of heterosexuality. I end by suggesting that there are three key reasons for this: that the discourses of normative sexuality provide children with a language to express sexual feelings; that self-insertion in the heterosexual matrix is a way for children to claim rights to participation; and that taking up heterosexual formations is a means whereby children can experience the power of naming themselves as part of the social world.     

一类广义Vandermonde矩阵的相关性质

Vandermonde矩阵是矩阵理论中一个重要的矩阵类型,它的许多广义形式在处理矩阵问题时能起到关键的作用。就一类广义Vandermonde矩阵的行列式及求逆问题作初步探讨。     

一类特殊递归数列的极限

研究一类特殊递归数列的极限问题,通过将递归数列写成矩阵的迭代格式,讨论其极限的存在性给出了几个特殊情形时的极限值.     

对高中数学课程内容改革的思考

数学课程内容的改革是课程改革的核心 ,推陈出新 ,以现代数学的内容代替原有的内容是课程改革的需要。对于微积分、矩阵、概率统计等现代数学的内容如何纳入到中学课程中将对课程改革产生较大影响 ,是值得思考的问题     

用微分代数方法求解半定规划

探讨先用大M法转化原半定规划问题,然后用微分代数方法求解,数值实验结果表明,用微分代数方法求解半定规划是切实可行的。