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2009 IEEE International Conference on Granular Computing最新文献

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An approach for METAR report decode based on finite automata 一种基于有限自动机的METAR报告解码方法
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255131
Zhengwei Guo, Jinan Zhang
METAR report was decoded by computer. The undecoded reports may be lost or misinterpreted. In this paper we describe a new approach for METAR report decoding based on Finite automata and regular expression. Following an introduction of the METAR report, we describe the pattern for METAR report and discourse how to decode an error report appropriately enough. This approach has been applied to civil aviation meteorological project, and has 44 airports in the country running.
METAR报告由计算机解码。未解码的报告可能会丢失或被误解。本文提出了一种基于有限自动机和正则表达式的METAR报告解码新方法。在介绍了METAR报告之后,我们描述了METAR报告的模式,并讨论了如何适当地解码错误报告。该方法已应用于民航气象工程,目前全国已有44个机场在运行。
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引用次数: 0
Mining opened frequent itemsets to generate maximal Boolean association rules 挖掘打开的频繁项集,生成最大的布尔关联规则
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255112
Baoqing Jiang, C. Han, Lingsheng Li
Lots of association rules may be generated in the process of association rules minging. It leads to users hard to find important information they needed. The maximal Boolean association rules have the advantages that these rules contain a small number and don't lose the rules' information. Thereby it increased the efficiency of the users' analysis about the rules and saved the storage space. Opened frequent itemsets and closed frequent itemsets can be used to mine the maximal Boolean association rules. In this paper, we analyse the property of maximal Boolean association rules and propose an algorithm of mining opened frequent itemset. Finally, we verify this algorithm by an example.
在关联规则挖掘过程中,可能会产生大量的关联规则。它导致用户很难找到他们需要的重要信息。最大布尔关联规则具有规则数量少、不丢失规则信息的优点。从而提高了用户对规则分析的效率,节省了存储空间。打开频繁项集和关闭频繁项集可以用来挖掘最大布尔关联规则。本文分析了极大布尔关联规则的性质,提出了一种挖掘开频繁项集的算法。最后,通过实例验证了该算法的有效性。
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引用次数: 2
Exploiting various information for knowledge element relation recognition 利用各种信息进行知识元关系识别
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255057
Wei Wang, Q. Zheng, Jun Liu, Yingying Chen, Pengfei Tang
Knowledge element relation recognition is to mine intrinsic and hidden relations, i.e., preorder, analogy and illustration from knowledge element set, which can be used in knowledge organization and knowledge navigation system. This paper focuses on what information is employed to recognize knowledge element relations. First, a formal definition of knowledge element and the types of relation are given. Next, an algorithm for knowledge element sort is proposed to gain the sequence number of knowledge element. Then, information of term, type, distance, knowledge element relation level and document level is selected to represent candidate relation instances. Evaluation on the four data sets related to “computer” discipline, using Support Vector Machines, shows that term, type and distance features contribute to most of the performance improvement, and incorporation of all features can achieve excellent performance of relation recognition, whose F1 Micro-averaged measure is above 83%.
知识元素关系识别就是从知识元素集中挖掘出内在的和隐藏的关系,即预定关系、类比关系和说明关系,这些关系可用于知识组织和知识导航系统。本文关注的是利用哪些信息来识别知识元素关系。首先给出了知识元的形式化定义和关系类型;其次,提出了一种知识元素排序算法来获取知识元素的序号。然后,选取术语、类型、距离、知识元素关系等级和文档等级等信息表示候选关系实例。利用支持向量机(Support Vector Machines)对“计算机”学科相关的4个数据集进行评价,结果表明,术语、类型和距离特征对性能的提升贡献最大,结合所有特征可以获得优异的关系识别性能,其F1微平均测度达到83%以上。
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引用次数: 3
Generalized fuzzy equivalent relations 广义模糊等价关系
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255022
Xuehai Yuan, Hongxing Li
In the paper, by the use of the neighborhood relations between fuzzy points and fuzzy relations, the concept of (β̅,α̅)-fuzzy equivalent relation is presented. Firstly, we derived that the acceptable non-trivial concepts obtained in this manner are the (∈, ∈)-fuzzy equivalent relation, (∈, ∈∨q)-fuzzy equivalent relation and (∈̅, ∈̅ ∨q)-fuzzy equivalent relation. Secondly, we generalized that the (∈, ∈)-fuzzy equivalent relation, the (∈, ∈q)-fuzzy equivalent relation and the (∈̅, ∈̅ ∨q̅)-fuzzy equivalent relation to the (λ, µ]-fuzzy equivalent relation. We proved that R is a (λ, µ]-fuzzy equivalent relation if and only if, for any t ∈ (λ, µ], the cut relation Rt is a equivalent relation.
本文利用模糊点与模糊关系之间的邻域关系,提出了(β′,α′)-模糊等价关系的概念。首先,我们推导出以这种方式得到的可接受的非平凡概念是(∈,∈)-模糊等价关系,(∈,∈∨q)-模糊等价关系和(∈n,∈n∨q)-模糊等价关系。其次,将(∈,∈)-模糊等价关系、(∈,∈q)-模糊等价关系和(∈,∈q)-模糊等价关系推广到(λ,µ]-模糊等价关系中。证明R是一个(λ,µ]-模糊等价关系当且仅当,对于任意t∈(λ,µ],切关系Rt是等价关系。
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引用次数: 0
Gain-ratio-Based Selective classifiers for incomplete data 基于增益比的不完整数据选择分类器
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255162
Jingnian Chen, Shujun Fu, Taorong Qiu
By deleting irrelevant or redundant attributes of a data set, selective classifiers can effectively improve the accuracy and efficiency of classification. Though many selective classifiers have been proposed, most of them deal with complete data. Yet actual data sets are often incomplete and have many redundant or irrelevant attributes. So constructing selective classifiers for incomplete data is important. With former work and Information gain ratio, a hybrid selective classifier for incomplete data, denoted as GBSD, is presented. Experiment results on twelve benchmark incomplete data sets show that GBSD can effectively improve the accuracy and efficiency of classification while enormously reducing the number of attributes.
选择性分类器通过删除数据集中不相关或冗余的属性,可以有效地提高分类的准确性和效率。虽然已经提出了许多选择性分类器,但大多数都是处理完整数据的。然而,实际的数据集往往是不完整的,并且有许多冗余或不相关的属性。因此,为不完整数据构建选择性分类器是非常重要的。在原有工作和信息增益比的基础上,提出了一种不完全数据的混合选择分类器GBSD。在12个基准不完全数据集上的实验结果表明,GBSD在极大地减少属性数量的同时,能有效地提高分类的准确率和效率。
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引用次数: 1
A fuzzy logic-based routing for Delay-Tolerant heterogeneous Networks 基于模糊逻辑的容错异构网络路由
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255119
Chenn-Jung Huang, Hung-Yen Shen, Jia-Jian Liao, Kai-Wen Hu, Dian-Xiu Yang, Chun-Hua Chen, Yi-Ta Chuang
Delay Tolerant Network (DTN) is an intermittently connected mobile wireless network in which the connectivity between nodes changes frequently due to nodes' movement. Recently, there have been a lot of researches working on this area. However, to the best of our knowledge, no work has addressed on the DTN routing which focuses on the heterogeneous network environment in the literature. In this work, we propose a prediction based routing protocol for the heterogeneous delay tolerant networks wherein edge servers are distributed over the borders of the different network domains. A location prediction algorithm based on the user online logs to intelligently estimate the most possible future location of the destination, if the destination is currently unavailable. Then an edge server selection algorithm based on fuzzy logic system is exploited to select the close-by intermediate node on the path to the destination so that the messages can be saved temporarily for the destination after the location of the destination is predicted. The experimental results exhibit that the proposed routing protocol can efficiently deliver the message under limited buffer space, comparing with two representative delay tolerant network routing protocols in the literature. The scalability of the proposed work is also confirmed in the simulations.
容忍延迟网络(Delay tolerance Network, DTN)是一种间歇性连接的移动无线网络,在这种网络中,节点之间的连接会因节点的移动而频繁变化。近年来,在这一领域进行了大量研究。然而,据我们所知,文献中还没有针对DTN路由的研究,该路由关注的是异构网络环境。在这项工作中,我们为异构容忍延迟网络提出了一种基于预测的路由协议,其中边缘服务器分布在不同网络域的边界上。一种基于用户在线日志的位置预测算法,在当前无法到达目的地的情况下,智能预测目的地未来最可能到达的位置。然后利用基于模糊逻辑系统的边缘服务器选择算法,在到达目的地的路径上选择距离最近的中间节点,从而在目的地位置被预测后,将消息临时保存到目的地。实验结果表明,与文献中两种具有代表性的容错网络路由协议相比,所提出的路由协议能够在有限的缓冲空间下有效地传递消息。仿真结果也证实了该方法的可扩展性。
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引用次数: 6
Generalized bags and their relations: An alternative model for fuzzy set theory and applications 广义袋及其关系:模糊集理论的另一种模型及其应用
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255171
S. Miyamoto
Bags alias multisets have been known to be a fundamental tool for information system models. Hence bags have been studied for a long time by famous computer scientists. Fuzzy bags have originally been proposed by Yager, and several researches about their applications have been done. Miyamoto established fundamental operations of fuzzy bags, and proposed generalized bags that include real-valued bags and fuzzy bags at the same time. Nevertheless, real usefulness of bag theory should be shown by studying complements, s-norms of bags, and bag relations. In the first part, we consider real-valued bags. After briefly reviewing basic relations and operations of classical bags, we introduce two types of complementation operations, and then introduce s-norms and t-norms of bags. A key idea is to use the infinite point into the domain of membership values. Fundamental properties such as duality of s-norms and t-norms are shown. As a result, an s-norm of a Minkowski type and its dual t-norm are derived. Another useful tool is bag relations. We define three types of compositions of max-s, max-t, and min-s operations for bag relations and prove that the compositions can be handled like matrix calculations. We moreover mention applications of bag relations to networks and data analysis, and suggest possible applications of bags to decision making using convex functions. In the second part, we study a class of generalized bags that are smallest extension of real-valued bags and fuzzy bags. It is proved that the generalized bags are in a sense equivalent to fuzzy number-valued bags. Using alpha-cuts, many operations of real-valued bags except a complementation are generalized to the corresponding operations of generalized bags, and fundamental properties are proved.
包别名多集已被认为是信息系统模型的基本工具。因此,包已经被著名的计算机科学家研究了很长时间。模糊袋最初是由Yager提出的,并且已经对其应用进行了一些研究。Miyamoto建立了模糊袋的基本运算,并同时提出了包括实值袋和模糊袋的广义袋。然而,袋理论的真正有用性应该通过研究补语、袋的s-范数和袋关系来显示。在第一部分中,我们考虑实值袋。在简要回顾经典袋的基本关系和运算之后,我们引入了两种互补运算,然后介绍了袋的s-范数和t-范数。一个关键的思想是利用无穷点进入隶属度值的域。给出了s-范数和t-范数的对偶性等基本性质。得到了闵可夫斯基型s-范数及其对偶t-范数。另一个有用的工具是包关系。我们定义了袋关系的max-s、max-t和min-s运算的三种组合,并证明了这些组合可以像矩阵计算一样处理。此外,我们还提到袋关系在网络和数据分析中的应用,并提出袋在凸函数决策中的可能应用。在第二部分,我们研究了一类广义袋,它们是实值袋和模糊袋的最小扩展。证明了广义袋在某种意义上等价于模糊值袋。利用α -切,将除补以外的许多实值袋的运算推广到广义袋的相应运算,并证明了其基本性质。
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引用次数: 0
Mining closed frequent itemset based on FP-Tree 基于FP-Tree的封闭频繁项集挖掘
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255099
Shengwei Li, Lingsheng Li, C. Han
Closed frequent itemsets provide a minimal representation of the itemset without losing their support information and they can greatly reduce the number of patterns. So how to obtain all the closed frequent itemsets effectively is of good importance. This paper constructs a FP-Tree according the matrix which only scans the database once. Also we design an algorithm to mine closed frequent itemsets which use the structure of the FP-Tree. We construct a link for every single node in the FP-Tree, and then give the closed frequent itemsets and the pruning of the link. This algorithm is an algorithm which only scans the database once, also it avoids the defect about patterns tree based on terms and can mine the closed frequent items efficiently.
封闭频繁项目集在不丢失其支持信息的情况下提供了项目集的最小表示,并且它们可以大大减少模式的数量。因此,如何有效地获取所有闭合频繁项集具有重要意义。本文根据矩阵构造了一个只扫描数据库一次的FP-Tree。并设计了一种利用FP-Tree结构挖掘封闭频繁项集的算法。我们为FP-Tree中的每一个节点构造了一个链接,然后给出了该链接的闭频繁项集和剪枝。该算法是一种只对数据库进行一次扫描的算法,避免了基于词的模式树的缺陷,能够有效地挖掘出封闭的频繁项。
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引用次数: 5
Granular resolution and granular reasoning 粒度分辨率和粒度推理
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255036
Lin Yan, Qing Liu
Granular resolution and granular reasoning are important research results on granular computing. The relationship between them is an interesting topic, which is studied in this paper. The investigations show that a G-resovlent sequence, the representation of granular resolution, is a sufficient condition for granular reasoning. Moreover, further research ideas have been raised, which are aimed at getting the necessary and sufficient condition for granular reasoning. These build a bridge between granular resolution and granular reasoning.
颗粒分辨和颗粒推理是颗粒计算的重要研究成果。二者之间的关系是本文研究的一个有趣的话题。研究表明,g -溶解序列是颗粒分辨率的表征,是进行颗粒推理的充分条件。并提出了进一步的研究思路,旨在获得粒度推理的充分必要条件。它们在颗粒分辨率和颗粒推理之间架起了一座桥梁。
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引用次数: 2
Optimizing quantum teleportation circuit using genetic algorithm 利用遗传算法优化量子隐形传态电路
Pub Date : 2009-09-22 DOI: 10.1109/GRC.2009.5255076
Fei Peng, Guangjun Xie, Tianhao Wu
This paper applies a standard genetic algorithm to the optimization of the quantum circuits. We propose a new coding scheme, which encodes quantum gates as integers and stores circuit topology information in the position of the integers. The design of the corresponding fitness function and genetic operators are also discussed. The quantum teleportation circuit, a typical quantum computation process, is chosen as our optimization target. Finally, the experiment results are discussed, and an optimized teleportation circuit has been obtained.
本文采用标准遗传算法对量子电路进行优化。我们提出了一种新的编码方案,将量子门编码为整数,并将电路拓扑信息存储在整数的位置。讨论了相应适应度函数和遗传算子的设计。选择量子隐形传态电路这一典型的量子计算过程作为优化目标。最后对实验结果进行了讨论,得到了一种优化的隐形传态电路。
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引用次数: 2
期刊
2009 IEEE International Conference on Granular Computing
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