矩阵方程的反对称正交反对称解及其最佳逼近

通过广义奇异值分解定理,得到了矩阵方程ATXA=B的反对称正交反对称解存在的一个充要条件,并导出了这个矩阵方程的与已知矩阵最佳逼近的反对称正交反对称解,同时获得了它的最小范数解。     

利用辛算法求解谐振子薛定谔方程误差分析

通过谐振子实例揭示了利用辛算法求解薛定谔方程所得波函数的相对误差变化的规律性 .通过计算发现任一时刻波函数在各个x格点处的相对误差完全相同 .波函数实数部分和虚数部分的相对误差随着时间的推演均周期性地在正数和负数之间来回变动 ,其周期为 62 8步或说是πs .波函数的实数部分和虚数部分的相对误差之间有类似于不确定关系的特点 .一个相对误差趋向于无穷小时另一个相对误差趋向于无穷大 .两者的乘积为一稳定的小数 .随着时间的推进这一小数的绝对值缓慢增大     

ISA法铜电解槽槽面水平误差的控制

本文介绍了通过采用找平装置来控制ISA法铜电解槽槽面水平误差的方法,通过现场测量及工艺操作证明是行之有效的。     

Structured Latent Curve Models for the Study of Change in Multivariate Repeated Measures.

This article considers a structured latent curve model for multiple repeated measures. In a structured latent curve model, a smooth nonlinear function characterizes the mean response. A first-order Taylor polynomial taken with regard to the mean function defines elements of a restricted factor matrix that may include parameters that enter nonlinearly. Similar to factor scores, random coefficients are combined with the factor matrix to produce individual latent curves that need not follow the same form as the mean curve. Here the associations between change characteristics in multiple repeated measures are studied. A factor analysis model for covariates is included as a means of relating latent covariates to the factors characterizing change in different repeated measures. An example is provided. (PsycINFO Database Record (c) 2010 APA, all rights reserved)     

Escapable Conclusions: Toomela (2003) and the Universality of Trait Structure.

A. Toomela (2003) concluded that personality structure may be shaped by a cultural mechanism, word meaning structure, and that the apparent universality of the Five-Factor Model (FFM) was the result of inadequate sampling of concrete thinkers. A reanalysis using targeted rotation showed that the intended structure was generally replicated; small deviations in the most concrete thinkers were probably due to measurement error. The reanalysis authors found no evidence of structural differences in a second sample of adults classified as concrete or abstract thinkers. The FFM structure has been replicated in many samples containing individuals with cognitive or educational limitations; observer ratings may be preferred if these limitations are severe. To date, there is no compelling evidence that culture affects personality structure. (PsycINFO Database Record (c) 2010 APA, all rights reserved)     

亚分米级GPS基线解算新算法

当双差模糊度固定解的可靠性下降时,三差基线解成为当前情况下的最优选择,但通常情况下三差基线解精度只能达到分米级,难以满足高精度的要求.通过对三差测量值进行误差分析,给出三差观测量信噪比模型,结合实际观测数据分析,指出噪声对三差观测量影响很大.借鉴均值漂移理论出了精度为亚分米级的基线解算的新算法,给出了适用于单频三差基线解算的均值漂移模型,所述算法的精度可以达到10cm,即亚分米级.     

使用夹具加工工件时定位误差分析与计算探讨

本文概述了定位误差产生的原因，综合分析了各种定位误差计算方法的优缺点，提出了用“调整法”在斜面上钻孔时，特定的工序尺寸标注情况下，计算定位误差出现的新问题，从而导出了定位误差更为广泛的概念。     

DEM误差为逼近论模型的又一力证

DEM误差性质属系统(函数)误差或是偶然误差是一个基本概念问题,是DEM误差理论的关键,也是DEM产品质量保障体系的核心.本文通过对现有的地面DEM各种不同观点的分析,对把地面或其局部视为随机曲面的观点以及以随机误差概括DEM误差的流行观点和方法提出明确异议,引述并理论解读了文献[1]的研究成果,指出了DEM地形描述精度Et极强烈统计相关于V、R事实,表明了Et与V、R具有确定的函数关系,并由数学逼近理论给出的对于Et的裁断误差的V、R函数表达,指出了统计数学和数学逼近在这一问题上的"殊途同归",论证了DEM高程误差具有同样的性质:数学逼近理论和统计数学途径的一致性.     

广义逆的计算与最小二乘估计

给出了某些广义逆的计算方法,将这些结果应用于观测系统的参数估计,给出了系统无加权和加权最小二乘的最新估计结果,推广了[1]的工作,同时简化了[2]中求多个相容矩阵方程公共解的算法。     

济南高新开发区中心广场规划设计

通过对济南高新区中心广场规划设计的分析 ,提出在城市中心广场设计中应结合特定的环境条件 ,树立明确的规划指导思想及设计理念 ,建立以功能结构、道路系统、景观空间及绿化系统为构架的理论体系 ,从而对规划设计的全过程进行整体性的理论指导