2008
DOI: 10.1111/j.1365-246x.2008.03864.x
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Low detection capability of global earthquakes after the occurrence of large earthquakes: investigation of the Harvard CMT catalogue

Abstract: SUMMARY We investigated the detection capability of global earthquakes immediately after the occurrence of a large earthquake. We stacked global earthquake sequences after occurrences of large earthquakes obtained from the Harvard centroid‐moment tensor catalogue, and applied a statistical model that represents an observed magnitude–frequency distribution of earthquakes to the stacked sequence. The temporal variation in model parameters, which corresponds to the detection capability of earthquakes, was estimat… Show more

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Cited by 48 publications
(58 citation statements)
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“…and Iwata 2008Iwata , 2013Iwata , 2014 and developed methods of making probabilistic earthquake forecasting with missing earthquakes taken into account (e.g., Ogata 2006;Omi et al 2013Omi et al , 2014Omi et al , 2015. A non-Bayesian procedure that corrects such temporally varying incomplete detection of earthquakes can be found in Marsan and Enescu (2012), where they assumed that the b-value is constant and that the occurrence rate of earthquakes follows the Omori-Utsu formula or the ETAS model.…”
Section: Introductionmentioning
confidence: 99%
“…and Iwata 2008Iwata , 2013Iwata , 2014 and developed methods of making probabilistic earthquake forecasting with missing earthquakes taken into account (e.g., Ogata 2006;Omi et al 2013Omi et al , 2014Omi et al , 2015. A non-Bayesian procedure that corrects such temporally varying incomplete detection of earthquakes can be found in Marsan and Enescu (2012), where they assumed that the b-value is constant and that the occurrence rate of earthquakes follows the Omori-Utsu formula or the ETAS model.…”
Section: Introductionmentioning
confidence: 99%
“…For the purpose, we must consider the statistical feature of incompletely detected aftershocks. To model the incomplete detection of earthquakes, previous studies18192021 introduced the detection rate function of magnitude, the probability at which each underlying earthquake is detected. The detection rate of an earthquake clearly depends on its magnitude such that smaller (larger) earthquakes are detected with a lower (higher) probability.…”
Section: Resultsmentioning
confidence: 99%
“…The detection rate of an earthquake clearly depends on its magnitude such that smaller (larger) earthquakes are detected with a lower (higher) probability. The detection rate function of the magnitude is suitably represented by the cumulative distribution function of the normal distribution Φ( M | μ , σ ), where μ represents the magnitude with a 50% detection rate, and σ represents a partially detected magnitude range18192021. By means of suitable estimate of the detection rate function, we can estimate the occurrence rates of the underlying earthquakes from given data of incompletely detected earthquakes.…”
Section: Resultsmentioning
confidence: 99%
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