Incorporating Change-Point Detection Updates of Frequency-Magnitude Distributions Within the Taiwan Earthquake Catalog

  • Author(s): Kuei-Pao Chen, Yi-Ben Tsai, Daniel Amorese, and Wen-Yen Chang
  • DOI: 10.3319/TAO.2010.09.17.01(T)
  • Keywords: Threshold magnitude, Median-based analysis of the segment slope, Change-point, Frequency-magnitude distribution
  • Citation: Chen, K. P., Y. B. Tsai, D. Amorese, and W. Y. Chang, 2011: Incorporating change-point detection updates of frequency-magnitude distributions within the Taiwan earthquake catalog. Terr. Atmos. Ocean. Sci., 22, 261-269, doi: 10.3319/TAO.2010.09.17.01(T)

Threshold magnitude (M0) is an important factor in determining the magnitude of completeness in calculating seismic b values. Seismic b values can assist in determining the likelihood of earthquake events; therefore, seismic b values should be re-determined repeatedly with ever increasing precision. In this study, we use a median-based analysis of the segment slope (MBASS) to detect change points in Gutenberg-Richter frequency-magnitude distributions (FMDs) to determine M0. Results give the b value for M0 - 0.5 to be smaller than the b-value for M0 + 0.5, and the difference in b values between M0 and M0 - 0.5 is larger than the difference in b values between M0 and M0 + 0.5. Therefore, b values resulting from M0 + 0.5 should therefore be more accurate than b values from M0 - 0.5 when calculating b values using the threshold magnitude (M0). This is especially true when earthquake events are few and M0 is large such as for the time periods 1900 - 1935, and 1936 - 1972 as noted in of Taiwan's earthquake catalog.

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