高新技术企业财务管理框架简论

本文从高新技术企业所特有的资产结构,股本结构和财务指标分析入手,结合高新技术企业的特点,针对高新技术企业的规模、所处不同生命周期等因素的影响,就如何构建其基本的财务管理目标及框架从而实现股东价值最大化或者企业价值最大化进行阐述和探讨。     

Supersaturated design including an orthogonal base

Recently, many supersaturated designs have been proposed. A supersaturated design is a fractional factorial design in which the number of factors is greater than the number of experimental runs. The main thrust of the previous studies has been to generate more columns while avoiding large values of squared inner products among all design columns. These designs would be appropriate if the probability for each factor being active is uniformly distributed. When factors can be partitioned into two groups, namely, with high and low probabilities of each factor being active, it is desirable to maintain orthogonality among columns to be assigned to the factors in the high-probability group. We discuss a supersaturated design including an orthogonal base which is suitable for this common situation. Mathematical results on the existence of the supersaturated designs are shown, and the construction of supersaturated designs is presented. We next discuss some properties of the proposed supersaturated designs based on the squared inner products.     

电流型变频调速系统动态模型研究

本文主要通过异步电动机电压矩阵方程[1],推导出异步电动机的动态结构图,然后推导出交—直—交电流型变频调速双闭环系统的动态结构图。利用该结构图,在模拟机 DMJ—313上对负载扰动进行了仿真研究。试验表明,调整调节器参数,可使负载扰动指标达到满意的要求,为在设计中选择调节器参数提供了依据。     

交互效应矩阵理论及应用

交互效应矩阵理论,是一种定性与定量相结合的控制理论,用以解决和处理一些运用经典数学的方法难以解决的模糊信息问题.本文将交互效应矩阵理论引入教学控制范畴,研究和分析学校的教学问题.实践证明这是一种行之有效、效果显著的教育控制理论,具有重要的推广价值.     

Economic method and the concept of competition

基本医疗保险基金经办机构与公立医院之间的关系,实质上是医疗服务需求方和供给方的关系。消费者主权理论、管理型竞争理论、花钱矩阵理论,可以为理顺基本医疗保险基金经办机构与公立医院之间的应然关系提供理论依据。公立医院彻底地去行政化和赋予其独立的市场主体地位、基本医疗保险基金经办机构与公立医院就其提供的基本医疗服务进行谈判购买、基本医疗保险基金支付方式走向按绩效付费、公立医院与公立医院以及与其他非公立医疗机构之间开展市场竞争、强化医药分家后对医疗行为的行业监管、基本医疗保险基金经办机构在药品招标采购中居于主导地位、加强区域医疗资源规划、优化基本医疗保险基金经办机构管理应该成为公立医院未来改革努力的方向。

     

用SOR迭代法求解Poisson方程的误差检验

通过Ｐｏｉｓｓｏｎ方程第一类边值问题差分解的Ｊａｃｏｂｉ迭代法误差检验公式，推导出了ＳＯＲ迭代法误差检验公式。计算机上模拟结果表明它与理论分析的一致性。     

ESTIMATION OF THE CONCENTRATION PARAMETERS OF THE FISHER MATRIX DISTRIBUTION ON 50(3) AND THE BINGHAM DISTRIBUTION ON Sq, q≥ 2

Two procedures are considered for estimating the concentration parameters of the Fisher matrix distribution for rotations or orientations in three dimensions. The first is maximum likelihood. The use of a convenient 1-dimensional integral representation of the normalising constant, which greatly simplifies the computation, is suggested. The second approach exploits the equivalence of the Fisher distribution for rotations in three dimensions, and the Bingham distribution for axes in four dimensions. We describe a pseudo likelihood procedure which works for the Bingham distribution in any dimension. This alternative approach does not require numerical integration. Results on the asymptotic efficiency of the pseudo likelihood estimator relative to the maximum likelihood estimator are given, and the two estimators are compared in the analysis of a well-known vectorcardiography dataset.     

广义对角占优矩阵的充分条件

研究具有广泛应用背景的广义对角占优矩阵的充分条件，获得了几个简捷的实用结果。所得条件允许矩阵的非对角占优行可达ｎ－１行，运用于广泛的矩阵类。     

复正规矩阵的亚正定性

研究了复正规矩阵的亚正定性，给出了复矩阵之积为复亚正定矩阵的一系列充要条件，获得了一些新的结果；改进并推广了Ky Fan Taussky定理、Fejer定理等。     

加强P除环上半正定（正定）自共轭矩阵乘积的特征值

得到了下述结果：１）加强Ｐ除环上两个ｎ阶半正定自共轭矩阵之积在Ｒ中至少有ｎ个形如‖ａ‖~２的特征值；特别地，当它们可换时，其积仍为半正定自共轭矩阵；２）加强Ｐ除环上两个ｎ阶正定自共轭矩阵之积在Ｒ中至少有ｎ个形如‖ａ‖~２（‖ａ‖≠０）的特征值；特别地，当它们可换时，其积仍为正定自共轭矩阵。