Research of discovery feature sub-space model (DFSSM) based on complex type data

Bingru Yang, Jing Tang
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引用次数: 6

Abstract

Discusses the macroscopic and some other important problems in the field of KDD. First, it is very difficult to describe the complex type data by a general knowledge representation method. So we use the pattern which is defined as the vector in Hilbert space to represent the characteristic of complex type data. It also can be used to describe the rule of knowledge discovery. Secondly, we construct the general structure model based on complex type data-DFSSM (discovery feature sub-space model) followed by research on the inner mechanism of a knowledge discovery system. Finally, we prove the practicability and validity of this general structure model i.e. DFSSM, which can guide the knowledge discovery of textual data and image data (meteorologic nephogram data).
基于复杂类型数据的发现特征子空间模型研究
讨论了KDD领域的宏观问题和其他一些重要问题。首先,用一般的知识表示方法来描述复杂类型数据是非常困难的。因此,我们使用希尔伯特空间中定义为向量的模式来表示复型数据的特征。它也可以用来描述知识发现的规则。其次,构建了基于复杂类型数据的通用结构模型dfssm(发现特征子空间模型),研究了知识发现系统的内部机制。最后,验证了该通用结构模型DFSSM的实用性和有效性,可以指导文本数据和图像数据(气象云图数据)的知识发现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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