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Granular modeling and computing approaches for intelligent analysis of non-geometric data

机译:用于非几何数据智能分析的粒度建模和计算方法

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Data analysis techniques have been traditionally conceived to cope with data described in terms of numeric vectors. The reason behind this fact is that numeric vectors have a well-defined and clear geometric interpretation, which facilitates the analysis from the mathematical viewpoint. However, the state of-the-art research on current topics of fundamental importance, such as smart grids, networks of dynamical systems, biochemical and biophysical systems, intelligent trading systems, multimedia content-based retrieval systems, and social networks analysis, deal with structured and non-conventional information characterizing the data, providing richer and hence more complex patterns to be analyzed. As a consequence, representing patterns by complex (relational) structures and defining suitable, usually non-metric, dissimilarity measures is becoming a consolidated practice in related fields. However, as the data sources become more complex, the capability of judging over the data quality (or reliability) and related interpretability issues can be seriously compromised. For this purpose, automated methods able to synthesize relevant information, and at the same time rigorously describe the uncertainty in the available datasets, are very important: information granulation is the key aspect in the analysis of complex data. In this paper, we discuss our general viewpoint on the adoption of information granulation techniques in the general context of soft computing and pattern recognition, conceived as a fundamental approach towards the challenging problem of automatic modeling of complex systems. We focus on the specific setting of processing the so-called non-geometric data, which diverges significantly from what has been done so far in the related literature. We highlight the motivations, the founding concepts, and finally we provide the high-level conceptualization of the proposed data analysis framework. (C) 2014 Elsevier B. V. All rights reserved.
机译:传统上已经设想了数据分析技术来处理根据数值矢量描述的数据。此事实背后的原因是,数字矢量具有定义明确且清晰的几何解释,这有助于从数学角度进行分析。但是,对当前具有根本重要性的主题(例如智能电网,动力系统网络,生化和生物物理系统,智能交易系统,基于多媒体内容的检索系统以及社交网络分析)的最新研究涉及结构化和非常规的信息来表征数据,从而提供了更丰富,因此更复杂的待分析模式。因此,用复杂的(关系)结构表示模式并定义适当的(通常是非度量的)不相似性度量正在成为相关领域的合并实践。但是,随着数据源变得越来越复杂,判断数据质量(或可靠性)和相关可解释性问题的能力可能会严重受损。为此,能够综合相关信息并同时严格描述可用数据集中的不确定性的自动化方法非常重要:信息细化是复杂数据分析中的关键方面。在本文中,我们讨论了在软计算和模式识别的一般上下文中采用信息粒度技术的一般观点,这被认为是解决复杂系统自动建模难题的基本方法。我们专注于处理所谓的非几何数据的特定设置,该数据与迄今为止在相关文献中所做的有很大不同。我们重点介绍了动机和基础概念,最后提供了提议的数据分析框架的高层概念化。 (C)2014 Elsevier B. V.保留所有权利。

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