Study of Knowledge Acquisition Using Rough Set Merging Rule from Time Series Data

Yoshiyuki Matsumoto, J. Watada
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Abstract

Rough Set Theory proposed in 1982 by Zdzislaw Pawlak. This theory can be data mining based on decision rules from a database, a web page, a big data, and so on. The decision rule is employed for data analysis as well as calculating an unknown object. We used rough set to analyze time-series data. We obtained prediction knowledge from time series data using decision rules. Economic time-series data was predicted using decision rules. However, when acquiring a decision rule from time series data, there are cases where the number of decision rules is very large. If the number of decision rules is very large, it is difficult to acquire knowledge. We proposed a method of merging them to reduce the number of decision rules. Similar to how it is difficult to acquire knowledge from multiple rules, it is also difficult to acquire knowledge from rules with a large number of condition attributes. Our method reduces the number of conditions attributes and thereby reduces the number of rules. However, it is not always possible to reduce rules. There are cases where the number of rules increases. In this thesis, we examine under what conditions rule reduction is possible. Change the condition attribute and verify the effect on rule reduction. We acquire knowledge using the Nikkei Stock Average. We acquire decision rule by rough set method and consider the influence on rule reduction.
基于粗糙集归并规则的时间序列数据知识获取研究
粗糙集理论由Zdzislaw Pawlak于1982年提出。这个理论可以是基于数据库、网页、大数据等决策规则的数据挖掘。该决策规则用于数据分析和计算未知对象。我们使用粗糙集对时间序列数据进行分析。我们利用决策规则从时间序列数据中获得预测知识。利用决策规则对经济时序数据进行预测。然而,当从时间序列数据中获取决策规则时,存在决策规则数量非常大的情况。如果决策规则的数量非常大,则很难获得知识。我们提出了一种合并决策规则的方法,以减少决策规则的数量。与从多个规则中获取知识的困难类似,从具有大量条件属性的规则中获取知识也很困难。我们的方法减少了条件属性的数量,从而减少了规则的数量。然而,减少规则并不总是可能的。在某些情况下,规则的数量会增加。在本文中,我们研究了在什么条件下规则约简是可能的。更改条件属性并验证对规则约简的影响。我们通过日经平均指数获取知识。采用粗糙集方法获取决策规则,并考虑对规则约简的影响。
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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