Fast and accurate NN approach for multi-event annotation of time series

Update Item Information
Publication Type technical report
School or College College of Engineering
Department Computing, School of
Program Advanced Research Projects Agency
Creator Lindstrom, Gary E.
Other Author Garabadu, Brijesh; Thompson, Cindi; Klewicki, Joe
Title Fast and accurate NN approach for multi-event annotation of time series
Date 2003
Description Similarity search in time-series subsequences is an important time series data mining task. Searching in time series subsequences for matches for a set of shapes is an extension of this task and is equally important. In this work we propose a simple but efficient approach for finding matches for a group of shapes or events in a given time series using a Nearest Neighbor approach. We provide various improvements of this approach including one using the GNAT data structure. We also propose a technique for finding similar shapes of widely varying temporal width. Both of these techniques for primitive shape matching allow us to more accurately and efficiently form an event representation of a time-series, leading in turn to finding complex events which are composites of primitive events. We demonstrate the robustness of our approaches in detecting complex shapes even in the presence of ?don?t care? symbols. We evaluate the success of our approach in detecting both primitive and complex shapes using a data set from the Fluid Dynamics domain. We also show a speedup of up to 5 times over a na?ve nearest neighbor approach.
Type Text
Publisher University of Utah
Subject Time-series subsequences; Nearest neighbor approach; Multi-event
Subject LCSH Time-series analysis
Language eng
Bibliographic Citation Garabadu, B., Thompson, C., Lindstrom, G. E., & Klewicki, J. (2003). Fast and accurate NN approach for multi-event annotation of time series. UUCS-03-021.
Series University of Utah Computer Science Technical Report
Relation is Part of ARPANET
Rights Management ©University of Utah
Format Medium application/pdf
Format Extent 464,943 bytes
Source University of Utah School of Computing
ARK ark:/87278/s6t15mxr
Setname ir_uspace
ID 704237
Reference URL https://collections.lib.utah.edu/ark:/87278/s6t15mxr
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