Algorithms of Data Mining and Knowledge Discovery of Correlativity in Two-Dimensional Time Series

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Oriented at dynamic data from complicated process with noise disturbance, it is very difficult to discover knowledge of correlativity and orderliness. Following some analyzing results about the shortcoming of relative coefficients in mining non-stationary time series, a series of new algorithms are built in this paper to mine correlativity in two-dimensional time series. These new algorithms are based on a expansible framework of model set. Based on these new mining algorithms, a making decision table is listed not only to mine correlativity in two-dimensional time series, but also to discover deepening knowledge to transform the qualitative knowledge “nonlinear relativity” as well as “non-relativity” into deeper quantitative knowledge about analytical model. These new approaches given in this paper is exoteric in framework and can be enriched with additional new models. In this way, some professional data mining and knowledge discovery cab be fulfilled to aim at some specific professional fields.

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1844-1848

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December 2012

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© 2013 Trans Tech Publications Ltd. All Rights Reserved

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[1] Qiang Yang, Xindong Wu.10 challenging Problems in Data Mining Research. International Journal of Information Technology & Decision Making,2006,5(4):597-604

DOI: 10.1142/s0219622006002258

Google Scholar

[2] A Mueen. Exact Primitives for Time Series Data Mining. Dissertation of PhD, University of California,USA,2012.3

Google Scholar

[3] Shu-chuan Chen,Chi-ming Tsou. Astudy on Time Series Data Mining based on the Concepts and Principles of Chinese I-Ching. African Journal of Marketing Management,2012,4(1):1-16

Google Scholar

[4] R Povinelli. Time Series Data Mining: Identifying Temporal Patterns for Characterization and Prediction of Time Series Events. Dissertation of PhD, Marquette University, Wisconsin, USA,1999.12

Google Scholar

[5] Chun-Hao Chen,Tzung-Pei Hong, S Uincent. Ming Fuzzy Frequent Trends from Time Series. Expert Systems with Application, 2009,36(2):4147-4153

DOI: 10.1016/j.eswa.2008.03.016

Google Scholar

[6] T Warren.Clustering of Time Series Data- a survey. Pattern Recognition, 2005,8(11):1857-1874

DOI: 10.1016/j.patcog.2005.01.025

Google Scholar

[7] K Bhaduri, B Matthews,R Giannella.Algorithms for Speeding up Distance-based Outlier Detection. Proceeding of the 17th ACM SIGKDD International Conference on Knowledge Discovery and Data Mining,KDD'11,2011:859-867

DOI: 10.1145/2020408.2020554

Google Scholar

[8] Y Tanaka,K Iwamoto,K Uehara. Discovery of Time-series Motif from Multi-dimensional Data based on MDL Principle. Machine Learning,2005,58:269-300

DOI: 10.1007/s10994-005-5829-2

Google Scholar