环境质量评价中的主成分分析与全局主成分分析方法

给出在环境质量评价中对即时性平面数据的主成分分析方法与对多维动态数据系统的全局主成分分析方法,着重介绍了对时序立体数据表进行立体式的综合与简化,并应用于具体的实例,得到很好的结果.这两种方法对环境质量的评价和治理工作都有积极的指导作用与重要的应用价值.     

聚丙烯腈-丁二烯-苯乙烯(ABS)材料缺口敏感性的有限元分析

采用通用有限元软件ANSYS对聚丙烯腈-丁二烯-苯乙烯(ABS)材料缺口试件的缺口处应力状态进行了弹塑性分析计算,考察了ABS切口试件的拉伸强度与切口几何尺寸(切口深度和切口底部圆弧半径)之间的关系,并将计算结果与实验结果作了比较,结果表明,有限元计算结果基本支持实验关于ABS材料的缺口敏感性的相关结果。     

模糊聚类分析的两种方法

主要介绍了模糊聚类方法,并各用一算例来解释本文介绍的两种模糊聚类方法。     

Identify Implicit Communities by Grap Clustering

How to find these communities is an important research work. Recently, community discovery are mainly categorized to HITS algorithm, bipartite cores algorithm and maximum flow/minimum cut framework. In this paper, we proposed a new method to extract communities. The MCL algorithm, which is short for the Markov Cluster Algorithm, a fast and scalable unsupervised cluster algorithm is used to extract communities. By putting mirror deleting procedure behind graph clustering, we decrease comparing cost considerably. After MCL and mirror deletion, we use community member select algorithm to produce the sets of community candidates. The experiment and results show the new method works effectively and properly.     

明代文人书信体文论探究

书信体文论是中国文学批评史上一种重要的文论形式。明代文人书信体文论数量多,内容涉及面广,问题意识突出,形式灵活多变,成为明代众多文学流派传播文学观点的重要途径。对明代文人书信体文论的探究,有助于我们全面把握明代文学理论的发展情况,也是研究中国古代书信体文论发展的重要环节。     

新桂系“特种部族教育”评析

新桂系在治理广西的过程中,实施了“特种部族教育”,这是广西普及国民基础教育史上的一件大事。新桂系在创办和实施“特种部族教育”过程中,具有明显的地方特质———创建特师、编辑乡土教材、推行多元文化融合、突出实用性等。“特种部族教育”在实施过程中也存在一些问题,考察其得失,我们可以从中得到一些启示。     

化学计量学在食品分析中的应用

简述了化学计量学、分析化学和食品分析三者之间的关系和各自的任务。评述了化学计量学中的多元校正、化学模式识别和人工神经网络等方法在食品营养成分分析、无机元素分析、维生素分析、有毒有害物质分析、分类和质量鉴别及某些过程分析领域中的应用。重点介绍了最小二乘法和偏最小二乘法在食品分析中的应用。同时,对该领域的研究方向和前景进行了展望。     

平面六杆机构的运动分析及仿真

采用杆组法建立机构运动分析的数学模型。基于Ture Basic编程计算机构的运动参数,为动力学分析提供依据。使用虚拟样机技术对机构进行运动学仿真,计算结果及仿真结果相互验证,证明了杆组法分析的有效性和仿真结果的可靠性。     

A Project Risk Ranking Approach Based on Set Pair Analysis

Set Pair Analysis （SPA） is a new methodology to describe and process system uncertainty. It is different from stochastic or fuzzy methods in reasoning and operation, and it has been applied in many areas recently. In this paper, the application of SPA in risk ranking is presented, which includes review of risk ranking, introduction of Connecting Degree （CD） that is a key role in SPA., Arithmetic and Tendency Grade （TG） of CDs, and a risk ranking approach proposed. Finally a case analysis is presented to illustrate the reasonability of this approach. It is found that this approach is very convenient to operate, while the ranking result is more comprehensible.     

Nonnegative matrix factorization and its applications in pattern recognition

Matrix factorization has been widely used in many fields[1]. In numerical algebra, the large-scale and com- plex problems can be transformed into small-scale sim- ple subproblems by matrix factorization; in applied statistics, low rank approximation of or…