A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, Mexico

Conditional probabilities for recurrence times of large earthquakes are a reasonable and valid form for estimating the likelihood of future large earthquakes. In this study we assume a gamma and a lognormal distribution for the recurrence time intervals of large earthquakes. The seismic process in t...

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Main Author: Sergio G. Ferráes
Format: Article
Language:English
Published: Universidad Nacional Autónoma de México, Instituto de Geofísica 2005-04-01
Series:Geofísica Internacional
Subjects:
Online Access:http://www.geofisica.unam.mx/unid_apoyo/editorial/publicaciones/investigacion/geofisica_internacional/anteriores/2005/04/Ferraes.pdf
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author Sergio G. Ferráes
author_facet Sergio G. Ferráes
author_sort Sergio G. Ferráes
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description Conditional probabilities for recurrence times of large earthquakes are a reasonable and valid form for estimating the likelihood of future large earthquakes. In this study we assume a gamma and a lognormal distribution for the recurrence time intervals of large earthquakes. The seismic process in the Acapulco-San Marcos fault-segment can be modelled as a renewal process, using a list of historical strong earthquakes (Ms≥7). For the gamma model, a highly damaging earthquake (Ms≥7) may occur approximately before August 2016 ± 5.14 (yrs). For the lognormal model, a highly damaging strong earthquake (Ms≥7) may occur aproximately before July 2016 ± 5.15 (yrs).
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spelling doaj.art-fe810c7df4f84949ab03d47ee74fb7bd2023-09-02T17:53:44ZengUniversidad Nacional Autónoma de México, Instituto de GeofísicaGeofísica Internacional0016-71692005-04-01444347353A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, MexicoSergio G. FerráesConditional probabilities for recurrence times of large earthquakes are a reasonable and valid form for estimating the likelihood of future large earthquakes. In this study we assume a gamma and a lognormal distribution for the recurrence time intervals of large earthquakes. The seismic process in the Acapulco-San Marcos fault-segment can be modelled as a renewal process, using a list of historical strong earthquakes (Ms≥7). For the gamma model, a highly damaging earthquake (Ms≥7) may occur approximately before August 2016 ± 5.14 (yrs). For the lognormal model, a highly damaging strong earthquake (Ms≥7) may occur aproximately before July 2016 ± 5.15 (yrs).http://www.geofisica.unam.mx/unid_apoyo/editorial/publicaciones/investigacion/geofisica_internacional/anteriores/2005/04/Ferraes.pdfEarthquakesprobabilistic predictionconditional densitygamma distributionlognormal distributionrecurrence timeprediction error
spellingShingle Sergio G. Ferráes
A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, Mexico
Geofísica Internacional
Earthquakes
probabilistic prediction
conditional density
gamma distribution
lognormal distribution
recurrence time
prediction error
title A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, Mexico
title_full A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, Mexico
title_fullStr A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, Mexico
title_full_unstemmed A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, Mexico
title_short A probabilistic prediction of the next strong earthquake in the Acapulco-San Marcos segment, Mexico
title_sort probabilistic prediction of the next strong earthquake in the acapulco san marcos segment mexico
topic Earthquakes
probabilistic prediction
conditional density
gamma distribution
lognormal distribution
recurrence time
prediction error
url http://www.geofisica.unam.mx/unid_apoyo/editorial/publicaciones/investigacion/geofisica_internacional/anteriores/2005/04/Ferraes.pdf
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