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Rough sets and data analysis 粗糙集和数据分析
Zdzislaw Pawlak
In this talk we are going to present basic concepts of a new approach to data analysis, called rough set theory. The theory has attracted attention of many researchers and practitioners all over the world, who contributed essentially to its development and applications. Rough set theory overlaps with many other theories, especially with fuzzy set theory, evidence theory and Boolean reasoning methods, discriminant analysis-nevertheless it can be viewed in its own rights, as an independent, complementary, and not competing discipline. Rough set theory is based on classification. Consider, for example, a group of patients suffering from a certain disease. With every patient a data file is associated containing information like, e.g. body temperature, blood pressure, name, age, address and others. All patients revealing the same symptoms are indiscernible (similar) in view of the available information and can be classified in blocks, which can be understood as elementary granules of knowledge about patients (or types of patients). These granules are called elementary sets or concepts, and can be considered as elementary building blocks of knowledge about patients. Elementary concepts can be combined into compound concepts, i.e. concepts that are uniquely defined in terms of elementary concepts. Any union of elementary sets is called a crisp set, and any other sets are referred to as rough (vague, imprecise). With every set X we can associate two crisp sets, called the lower and the upper approximation of X. The lower approximation of X is the union of all elementary set which are included in X, whereas the upper approximation of X is the union of all elementary set which have non-empty intersection with X. In other words the lower approximation of a set is the set of all elements that surely belongs to X, whereas the upper approximation of X is the set of all elements that possibly belong to X. The difference of the upper and the lower approximation of X is its boundary region. Obviously a set is rough if it has non empty boundary region; otherwise the set is crisp. Elements of the boundary region cannot be classified, employing the available knowledge, either to the set or its complement. Approximations of sets are basic operation in rough set theory.
在这次演讲中,我们将介绍一种新的数据分析方法的基本概念,称为粗糙集理论。该理论引起了世界各地许多研究者和实践者的关注,他们对该理论的发展和应用做出了重要贡献。粗糙集理论与许多其他理论重叠,特别是与模糊集理论,证据理论和布尔推理方法,判别分析-尽管如此,它可以被看作是一个独立的,互补的,而不是竞争的学科。粗糙集理论是基于分类的。例如,考虑一群患有某种疾病的病人。每个病人都有一个数据文件,其中包含体温、血压、姓名、年龄、地址等信息。从现有的信息来看,所有表现出相同症状的患者都是无法区分的(相似的),并且可以按块进行分类,可以将其理解为关于患者(或患者类型)的基本知识颗粒。这些颗粒被称为基本集合或概念,可以被认为是关于患者知识的基本构建块。基本概念可以组合成复合概念,即根据基本概念唯一定义的概念。初等集合的任何并集称为清晰集,其他集合称为粗糙集(模糊的、不精确的)。对于每一个集合X,我们可以把两个清晰的集合联系起来,叫做X的上近似值和下近似值,X的下近似值是包含在X中的所有初等集合的并集,而X的上近似值是与X有非空相交的所有初等集合的并集,换句话说,一个集合的下近似值是肯定属于X的所有元素的集合,而X的上近似是可能属于X的所有元素的集合,X的上近似和下近似之差是它的边界区域。显然,如果一个集合有非空的边界区域,它就是粗糙的;否则,这一套是脆的。边界区域的元素不能被分类,使用可用的知识,无论是对集合还是它的补充。集合逼近是粗糙集理论中的基本运算。
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引用次数: 48
Fuzzy decision making through relationships analysis between criteria 通过准则之间的关系分析进行模糊决策
J. Lee, J. Kuo, W.T. Huang
A criteria trade-off analysis approach, based on relationships analysis for fuzzy decision-making, is proposed. The degrees of conflict and cooperation between any two individual criteria are first formulated. Relationships between individual criteria are identified based upon their conflicting and cooperative degrees. The criteria are converted into a disjunctive normal form to obtain a uniform representation of the criteria, and then arranged into a four-level hierarchical aggregation structure. A set of parameterized aggregation (fuzzy AND/OR) operators is selected to aggregate the judgements for the alternatives. A compromise alternative, which is proven to satisfy Pareto optimality, can thus be obtained based on the aggregation hierarchical structure.
提出了一种基于关系分析的模糊决策准则权衡分析方法。首先确定任何两个单独标准之间的冲突和合作程度。各个标准之间的关系是根据它们的冲突和合作程度来确定的。将标准转换为析取范式,得到标准的统一表示,然后排列成四层层次聚合结构。选择一组参数化聚合(模糊与/或)运算符对备选方案的判断进行聚合。因此,基于聚合层次结构,可以得到一个折衷方案,该方案被证明满足帕累托最优性。
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引用次数: 10
Multi-dimensional WFM filter: an application to color image restoration 多维WFM滤波器:用于彩色图像恢复
Chang-Shing Lee, Y. Kuo
A multi-dimensional weighted fuzzy mean (MWFM) filter used in color image restoration is proposed and analyzed. MWFM is an extension of the weighted fuzzy mean (WFM) filter obtained by embedding a fuzzy detector and a dynamic selection procedure into WFM to overcome the drawback of WFM in detail signal preservation. The fuzzy detector uses two fuzzy intervals and refers the WFM-filtered outputs to detect the amplitude of impulse noise which will be used in the dynamic selection procedure. Using the dynamic selection approach, MWFM not only preserves the high stability and performance of WFM when removing heavy additive impulse noise, but also improves the performance of WFM on light additive impulse noise.
提出并分析了一种用于彩色图像恢复的多维加权模糊平均滤波器。加权模糊均值滤波器是对加权模糊均值滤波器的扩展,通过在加权模糊均值滤波器中嵌入模糊检测器和动态选择过程来克服加权模糊均值滤波器在细节信号保存方面的缺点。模糊检测器使用两个模糊区间,并参考wfm滤波后的输出来检测将用于动态选择过程的脉冲噪声的幅度。采用动态选择方法,在去除重的附加性脉冲噪声时,既保持了WFM的高稳定性和性能,又提高了WFM在去除轻的附加性脉冲噪声时的性能。
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引用次数: 4
Quantifiers, modifiers and qualifiers in fuzzy logic 模糊逻辑中的量词、修饰语和限定词
M. Ying, B. Bouchon-Meunier
The authors propose a formalization of fuzzy logic and obtain some interesting results on fuzzy quantifiers, modifiers, and qualifiers in this setting.
作者提出了一种模糊逻辑的形式化,并在这种情况下得到了模糊量词、模糊修饰语和模糊限定词的一些有趣的结果。
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引用次数: 16
Fuzzy processing on GPS data to improve the position accuracy 对GPS数据进行模糊处理,提高定位精度
Chung-Jie Lin, Yung-Yaw Chen, Fan-Ren Hang
A new application of fuzzy set theory to the problem of GPS positioning accuracy improvement is presented. We employed fuzzy processing on the C/A code stand-alone receiver and the DGPS receiver. The membership functions for the processing are determined by position dilution of precision (PDOP), signal-to-noise ratio (SNR) and the reliable factor of fixed position. We can select more accurate position fixes according to the values of the reliable factors. The accuracy of positioning has been improved by selecting position fixes from the original ones.
提出了模糊集理论在GPS定位精度提高问题中的新应用。对C/A码单机接收机和DGPS接收机进行模糊处理。处理的隶属函数由位置精度稀释系数(PDOP)、信噪比(SNR)和定位可靠系数确定。我们可以根据可靠因素的值选择更精确的位置固定。通过从原定位定位中选择定位定位,提高了定位精度。
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引用次数: 12
Generating fuzzy rule-based systems from examples 从示例中生成基于规则的模糊系统
Te-Min Chang, Yuehwern Yih
This paper proposes a general methodology to generate fuzzy rule-based systems automatically from examples. The objective of this work is to generate fuzzy systems with good mapping ability and generalization ability as well. This methodology consists of five steps. Inductive learning is incorporated to enhance fuzzy system's generalization ability. Experiments are conducted to evaluate the system performance of generated fuzzy systems based on two sets of data in the literature.
本文提出了一种基于实例自动生成模糊规则系统的通用方法。本工作的目标是生成具有良好映射能力和泛化能力的模糊系统。这种方法包括五个步骤。引入归纳学习来提高模糊系统的泛化能力。基于文献中的两组数据,进行了实验来评估生成的模糊系统的系统性能。
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引用次数: 3
Unexpected non-linearity of fuzzy reasoning output amplified by multi-input 多输入放大模糊推理输出的非预期非线性
H. Arikawa, M. Mizumoto
The unexpected non-linearity of fuzzy reasoning output exists in the case of MIN operation adoption in order to calculate the antecedent matching degree. The unexpected non-linearity becomes more critical as the number of inputs increase. This paper discusses and evaluates this using a symmetrical section method which graphically shows the symmetrical cutting-line of the phase plane as a result of the arbitrary n-input fuzzy reasoning output.
为了计算前项匹配度,在采用最小运算的情况下,模糊推理输出存在意想不到的非线性。随着输入数量的增加,意想不到的非线性变得更加关键。本文用对称截面法对这一问题进行了讨论和评价,该方法用图形表示了任意n输入模糊推理输出所产生的相平面对称切割线。
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引用次数: 0
A fuzzy adjustable controller for an antibacklash twin worm index mechanism 双蜗杆分度机构的模糊可调控制器
Wentai Yu, Shui-Shong Lu
Nonlinear friction substantially affects the positioning accuracy of a machine, especially in torque controlled antibacklash twin worm index mechanism. A fuzzy controller is designed to achieve better positioning accuracy and robustness by using system parameters obtained from identification. Experimental results show that repeatability is improved as compared to the PDF controller.
非线性摩擦极大地影响了机床的定位精度,特别是在力矩控制的抗间隙双蜗杆分度机构中。利用辨识得到的系统参数,设计了模糊控制器,以达到更好的定位精度和鲁棒性。实验结果表明,与PDF控制器相比,该控制器的可重复性得到了提高。
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引用次数: 0
A proposal of self-organizing network for aquisition of vague concept 一种用于模糊概念获取的自组织网络
I. Takeuchi, T. Furuhashi, Y. Hamada, Y. Uchikawa
The paper presents a self organizing network for acquisition of vague concepts. This network can autonomously select and generate layers for vague patterns for the attributes. Concepts can be described by the association among vague patterns for each attribute. Simulations are done to show the effectiveness of the network.
本文提出了一种用于模糊概念获取的自组织网络。该网络可以自主选择和生成属性模糊模式的层。概念可以通过每个属性的模糊模式之间的关联来描述。仿真结果表明了该网络的有效性。
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引用次数: 0
A distributed approach to fuzzy clustering by genetic algorithms 基于遗传算法的分布式模糊聚类方法
Chih-Hsiu Wei, C. Fahn
Fuzzy clustering (c-means) is a widely known unsupervised clustering algorithm, but it can not guarantee to find the global minimum, because it approximates the minimum of an objective function by the iterative method in solving the differentiation problem, starting from a given point. For overcoming this drawback, we incorporate the genetic search strategies in the fuzzy clustering algorithm to explore the data space from a multiple-point concept. The direct application of the genetic algorithms to the fuzzy clustering is not suitable, because sometimes the data set is enormous. Under this situation, the chromosome would be too long, so a distributed approach to fuzzy clustering by genetic algorithms is proposed to divide the huge search space into many small ones. The simulation results show our algorithm works fine.
模糊聚类(c-means)是一种广为人知的无监督聚类算法,但它不能保证找到全局最小值,因为它在求解微分问题时,从给定点出发,采用迭代法逼近目标函数的最小值。为了克服这一缺点,我们在模糊聚类算法中引入了遗传搜索策略,从多点的概念来探索数据空间。遗传算法直接应用于模糊聚类是不合适的,因为有时数据集是巨大的。在这种情况下,染色体会太长,因此提出了一种基于遗传算法的分布式模糊聚类方法,将巨大的搜索空间划分为许多小的搜索空间。仿真结果表明,该算法运行良好。
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引用次数: 8
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Soft Computing in Intelligent Systems and Information Processing. Proceedings of the 1996 Asian Fuzzy Systems Symposium
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