State space approximation for general fractional order dynamic systems

Approximations for general fractional order dynamic systems are of much theoretical and practical interest. In this paper, a new approximate method for fractional order integrator is proposed. The poles of the approximate model are unrelated to the order of integrator. This feature shows benefits on extending the algorithm to the systems containing various fractional orders. Then a unified approximate method is derived for general fractional order linear or nonlinear dynamic systems via combining the proposed new method with the distributed frequency model approach. Numerical examples are given to show the wide applicability of our method and to illustrate the acceptable accuracy for approximations as well.     

Ensemble clustering by means of clustering embedding in vector spaces

Ensemble clustering is a recently evolving research direction in cluster analysis and has found several different application domains. In this work the complex ensemble clustering problem is reduced to the well-known Euclidean median problem by clustering embedding in vector spaces. The Euclidean median problem is solved by the Weiszfeld algorithm and an inverse transformation maps the Euclidean median back into the clustering domain. In the experiment study different evaluation strategies are considered. The proposed embedding strategy is compared to several state-of-art ensemble clustering algorithms and demonstrates superior performance.     

Deformation similarity measurement in quasi-conformal shape space

This paper presents a novel approach based on the shape space concept to classify deformations of 3D models. A new quasi-conformal metric is introduced which measures the curvature changes at each vertex of each pose during the deformation. The shapes with similar deformation patterns follow a similar deformation curve in shape space. Energy functional of the deformation curve is minimized to calculate the geodesic curve connecting two shapes on the shape space manifold. The geodesic distance illustrates the similarity between two shapes, which is used to compute the similarity between the deformations. We applied our method to classify the left ventricle deformations of myopathic and control subjects, and the sensitivity and specificity of our method were 88.8% and 85.7%, which are higher than other methods based on the left ventricle cavity, which shows our method can quantify the similarity and disparity of the left ventricle motion well.     

我国高职教育借鉴德国职业教育模式的问题与改善

德国职业教育模式在我国发展和普及已经近30年了,为我国加快发展现代职业教育提供了借鉴。简析了德国职业教育模式在中国的发展现状,并指出了在实施中遇到的问题,提出了相关的解决方法和改善办法。     

毕业生MIS系统在高职院校的研究与应用

毕业生信息管理在高校的日常管理工作中是核心工作,自动化信息化管理会给学校的日常管理工作带来很大的方便。基于江苏海事职业技术学院的实际需求,本文设计开发了毕业生信息管理系统。本系统主要分为四个部分:网站门户、就业信息管理、资料管理和毕业论文管理。系统开发采用JSP技术,使用开源My SQL数据库,系统部署在开源Web服务器Tomcat上,操作系统是Linux系统。     

基于自然语言处理的算法知识名称发现

网络中的很多程序资源在知识概念上有内在的联系,却没有超链接将它们连接在一起。将网络程序资源中的算法知识名称获取出来,组织成一个算法知识专家库文件,用于识别程序设计资源所含的知识点,即可将程序设计资源按知识点相互联系。为了自动获取程序资源中的算法知识名称,提出一种基于自然语言处理的算法知识名称发现方法。通过发现含有算法知识名称语句的字符串模式,从程序资源中提取可能含算法知识名称的字符串,从中找出最有可能出现在算法知识名称中的分词,并根据这些分词获取算法知识名称。实验结果表明,与原有人工整理出的算法知识名称集合相比,该方法新增了11.2%的算法知识点和13.6%的算法知识名称。     

数字化时代的数字艺术空间

从办公、娱乐和统计到信息采集、保存和传递,现代生活就是与数字技术结合的数字生活。数字艺术也不例外。数字化时代的数字艺术空间主要通过数字技术对传统艺术的仿真复制和数字媒体艺术的创作来实现数字艺术虚拟世界的完成。文章将通过对数字艺术虚拟世界里的数字空间形态特征的描述,以初步探讨数字化时代的数字艺术存在模式。     

基于环保的广告机概念设计

广告机这一产品通过视频、音频的形式向公众传达信息,其主要使用环境为公共场合。在广告机概念设计上。不仅注重外观的时尚和简洁,有时为了向人们传达环保的理念,特别在广告机面板下方的广告单领取口镂空丝印一个树和海洋图标。当人们领取广告单时,广告单数量减少．图标会逐渐的产生变化。通过这种图标的变化来警示人们环保的重要性。     

手工织造经验对于侗锦图案设计的辅助作用

在公众普遍对非物质文化和传统手工艺关注的前提下,设计师与手工艺人协同创新成为一种趋势。设计者在对传统手工艺进行创新设计的过程中往往忽视对手工技艺的亲身实践。文章通过实验证明了手工织造经验对于设计的重要性。并分析了其在设计流程、参考素材使用和工艺制作适用性方面的辅助作用。