Probabilistic discovery of time series motifs

By Bill Yuan-chi Chiu, Eamonn J. Keogh, Stefano Lonardi. Knowledge Discovery and Data Mining, 2003

667 citations recorded by the source corpus.

Several important time series data mining problems reduce to the core task of finding approximately repeated subsequences in a longer time series. In an earlier work, we formalized the idea of approximately repeated subsequences by introducing the notion of time series motifs. Two limitations of this work were the poor scalability of the motif discovery algorithm, and the inability to discover motifs in the presence of noise.Here we address these limitations by introducing a novel algorithm inspired by recent advances in the problem of pattern discovery in biosequences. Our algorithm is probabilistic in nature, but as we show empirically and theoretically, it can find time series motifs with very high probability even in the presence of noise or "don't care" symbols. Not only is the algorithm fast, but it is an anytime algorithm, producing likely candidate motifs almost immediately, and gradually improving the quality of results over time.

Subfields: Information Systems, Signal Processing

View Paper: https://www.semanticscholar.org/paper/8f4ccadd3af8dded2ee6339e66498d1dc5c7ec36

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In Information Systems

  1. Tak-Chung Fu
  2. Jessica Lin
  3. Eamonn J. Keogh
  4. Ben Packer
  5. Ada Wai-Chee Fu
  6. Daphne Koller
  7. Kate Saenko
  8. Chotirat (Ann) Ratanamahatana

In Signal Processing

  1. Tak-Chung Fu
  2. Eamonn J. Keogh
  3. Vipin Kumar
  4. Jessica Lin
  5. Rohit J. Kate
  6. Lexiang Ye
  7. Anuj Karpatne
  8. Li Wei

Citations in the corpus