常项集产生的算法及兴趣度量

本文引入在关系数据库中包含定量和范围属性关联规则的挖掘问题 ,这种技术的一个直接应用可以生成许多类似的规则。给出为挖掘定量关联规则所需的兴趣度量及常项集产生的算法。     

计算机研究材料科学的理论与实践

材料科学既是计算机应用的一个重要领域，也是计算机发展的工业基础学科，结合计算机在材料科学领域的应用，比较了从微观结构到物理性质、从数值分析到工艺过程模拟、从传统计算到智能处理等方面的计算机实验方法，探讨了计算机研究材料科学的理论和实践的发展趋势。     

遗传算法中模式空间结构的研究

通过引入模式的线性表示概念，给出了模式空间的独立性及线表示式。     

关于对称左部集的性质及相关理论研究

本文给出了对称左部集的性质：Ta，Tb，Tc，讨论了对称左部集Eki同时满足这三个性质的条件和相应的算法。     

改进的分级图像矢量量化

提出了一种基于Ｐｅａｎｏ扫描的分级矢量量化算法，通过有效地利用数据间的相关性，改进了ＶＱ的性能．该算法先通过能比光栅扫描更好地保存二维数据间的相关性的Ｐｅａｎｏ扫描对原始图像进行预处理，再根据信号特性进行分级ＶＱ；还提出了基于Ｐｅａｎｏ扫描的平滑算法，有效地减小了方块效应的影响     

Method for tumor recognition with short dynamic PET images: theory and simulation study

A new method was provided in this paper to recognize tumor in PET images automatically and reduce the waiting time of patient. Based on the unsupervised clustering algorithm (ISODATA), this method diagnoses tumor with short dynamic PET images. The theoretical basis of this method is that the metabolic characteristics of different tissues, represented by time activity curve in the region of interest, are distinctive. The computer program was developed and validated using simulated dynamic PET data with small tumor in lung. Simulation study shows that, this method could recognize tumor with the short dynamic PET data in 10 min successfully, and this method was not sensitive to initial cluster center.     

关联规则在高校学位预警中的应用

关联规则挖掘算法能发现大量数据中项集之间相关的关联,运用Apriori算法对计算机科学与技术专业某一届毕业生成绩数据进行挖掘,得到了不能授予学位学生的不及格课程规律,这些规律对低年级学生的学习和在学位预警中具有一定的指导意义。     

Construction of orthogonal multiwavelets with short sequence via genetic algorithm

A multiwavelet can possesses the properties of orthogonality, symmetry, and compact support simul taneously, which is impossible for scalar wavelets. A method to determine the multiwavelets from a class of multi-scaling functions is presented using the genetic algorithm, which not only makes the guideline to find multiwavelets clearly and simplely, but also lays a foundation for the application of multiwavelets theory.     

On Liu Yi's positive-negative root extraction algorithm

Liu Yi (c. 1080), the Northern Song Dynasty mathematician, was the first who annulled the restriction that the coefficients of an equation must be positive and the leading coefficient be 1. It is commonly recognized that with the learning of four arithmetic operations for negative numbers thezeng cheng method for root extraction can be extended to the general method for solving an algebraic equation of any high degree with numerical coefficients arbitrarily positive, negative or zero, and because of that many of praises have been put on thezeng cheng method but the significance of Liu's work is not given enough attention. In order to argue about the above view, the present paper points out that conceptive innovation has occured in Liu's positive-negative algorithm and that Liu's work is a key in the field of ancient Chinese mathematician's research for solving higher numerical equations. Supported by China Postdoctoral Science Foundation Wang Rongbin: born in March, 1964, Ph. D     

计算机辅助排料问题中的快速移动算法

针对排料中涉及到的待排物体快速移动这一关键问题，基于“光照射原理”，提出了一种仅通过“相关线条”求交来确定移动位置的快速移动其法。该算法能解决凸、凹形状物体排料过程中的快速移动问题，从而为提高整个排料算法运算速度打下了基础。