基于粗糙变精度的食品安全决策树研究

食品安全决策是食品安全问题研究的一项重要内容。为了对食品安全状况进行分析,基于粗糙集变精度模型,提出了一种包含规则置信度的构造决策树新方法。这种新方法针对传统加权决策树生成算法进行了改进,新算法以加权平均变精度粗糙度作为属性选择标准构造决策树,用变精度近似精度来代替近似精度,可以在数据库中消除噪声冗余数据,并且能够忽略部分矛盾数据,保证决策树构建过程中能够兼容部分存在冲突的决策规则。该算法可以在生成决策树的过程中,简化其生成过程,提高其应用范围,并且有助于诠释其生成规则。验证结果表明该算法是有效可行的。     

Near-duplicate document image matching: A graphical perspective

A near-duplicate document image matching approach characterized by a graphical perspective is proposed in this paper. Document images are represented by graphs whose nodes correspond to the objects in the images. Consequently, the image matching problem is then converted to graph matching. To deal with the instability of object segmentation, a multi-granularity object tree is constructed for a document image. Each level in the tree corresponds to one possible object segmentation, while different levels are characterized by various object granularities. Some graphs can be generated from the tree and the objects associated with each graph may be of different granularities. Two graphs with the maximum similarity are found from the multi-granularity object trees of the two near-duplicate document images which are to be matched. The encouraging experimental results have demonstrated the effectiveness of the proposed approach.     

Drawing non‐layered tidy trees in linear time

The well‐known Reingold–Tilford algorithm produces tidy‐layered drawings of trees: drawings where all nodes at the same depth are vertically aligned. However, when nodes have varying heights, layered drawing may use more vertical space than necessary. A non‐layered drawing of a tree places children at a fixed distance from the parent, thereby giving a more vertically compact drawing. Moreover, non‐layered drawings can also be used to draw trees where the vertical position of each node is given, by adding dummy nodes. In this paper, we present the first linear‐time algorithm for producing non‐layered drawings. Our algorithm is a modification of the Reingold–Tilford algorithm, but the original complexity proof of the Reingold–Tilford algorithm uses an invariant that does not hold for the non‐layered case. We give an alternative proof of the algorithm and its extension to non‐layered drawings. To improve drawings of trees of unbounded degree, extensions to the Reingold–Tilford algorithm have been proposed. These extensions also work in the non‐layered case, but we show that they then cause a O(n²) run‐time. We then propose a modification to these extensions that restores the O(n) run‐time. Copyright © 2013 John Wiley & Sons, Ltd.     

Variational Tree Synthesis

Modelling trees according to desired shapes is important for many applications. Despite numerous methods having been proposed in tree modelling, it is still a non‐trivial task and challenging. In this paper, we present a new variational computing approach for generating realistic trees in specific shapes. Instead of directly modelling trees from symbolic rules, we formulate the tree modelling as an optimization process, in which a variational cost function is iteratively minimized. This cost function measures the difference between the guidance shape and the target tree crown. In addition, to faithfully capture the branch structure of trees, several botanical factors, including the minimum total branches volume and spatial branches patterns, are considered in the optimization to guide the tree modelling process. We demonstrate that our approach is applicable to generate trees with different shapes, from interactive design and complex polygonal meshes.     

最短路径算法在校园导游系统中的应用

用无向网表示学校的平面图,设计了该平面图的存储结构,并应用最短路径算法实现了查询图中各景点的相关信息,以及查询图中任意两个景点间的最短路径的功能;应用克鲁斯卡尔算法构造该平面图的最小生成树,求出可以连通所有景点的最短路径。该系统为新生熟悉校园环境提供了方便。     

基于糊模ID3算法的高校学生流失数据挖掘研究

目前高校不断扩招,生源却逐渐减少,于是预防和减少学生流失正成为各高校必须面对的问题。通过对高校学生流失情况进行数据挖掘,可发现一些有价值的信息,为解决高校学生流失问题提供帮助。基于糊模理论提出了糊模ID3算法,并将该算法运用于分析高校学生流失原因之中。通过实验证明,该算法生成的决策树更加合理,分类速度更快,为解决高校学生流失问题提供了理论依据。     

基于贪婪路由协议的动态单/多链路故障恢复策略

针对现有的贪婪方法不能有效处理拓扑结构中链路故障的问题,提出单链路故障和多链路故障本地化恢复策略。首先,通过利用克莱因伯格的贪婪嵌入给出单链路故障恢复策略;然后,将其扩展到多链路故障的情况;最后,在基于Python/C++的仿真环境下对提出的技术进行评估。实验结果表明,该技术仅需要非常有限的资源,且造成的路由质量损耗也有限,可以实现快速切换,可依网络生成树中链路数目扩展。该技术的可扩展性、简单性和低开销使其适合于大型网络。     

数据挖掘预测模型在脑损伤患者认知功能康复中的应用

为了更好地预测后天性脑损伤ABI(Acquired Brain Injury)患者认知功能康复的影响因素,提出基于决策树(DT)、多层感知器(MLP)和广义回归神经网络(GRNN)的三种预测模型。借助于10折交叉验证测试算法,通过专一性、灵敏度和精度分析以及混淆矩阵分析对模型的性能进行测试,从而获得新的知识以评估和改善认知功能康复过程中的有效性。实验结果表明,基于DT的模型的模拟结果明显比其他模型更为优越,预测平均精度可高达90.38%。     

基于压缩的大规模图的割点求解算法

割点求解是图应用中的一个重要操作.深度优先搜索树算法可以解决割点求解问题.但是该算法存在缺点,导致它不能在实际问题中得到很好的应用.这是因为当今数据的两大特点,一是数据规模庞大,对于很多图操作提出了挑战性的要求;二是数据多变,每天数据的大量更新使得传统算法必须依据更新重复计算,浪费了时间和空间.深度优先搜索树算法的时间复杂度为O(|V|+|E|),其中,|V|和|E|分别为图的顶点的数目和边的数目.它能够很好地适应第1个特点,但是对于第2个特点该算法则无能为力.提出一种基于压缩的割点求解算法来解决这个问题.该算法通过点的朴素相似来压缩图,时间复杂度为O(|E|).在得到的无损压缩图上进行割点求解,同时在压缩图上动态地维护点和边的更新,在不解压图的情况下完成图的更新,在更新后的图上进行割点求解,极大地降低了时间和空间消耗.该压缩算法得到的压缩图对其他图操作同样适用.