Bulletin of the Seismological Society of America
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Bulletin of the Seismological Society of America; August 1984; v. 74; no. 4; p. 1463-1468
© 1984 Seismological Society of America
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A two-state Poisson model for seismic hazard estimation

BERNICE BENDER

U.S. GEOLOGICAL SURVEY, BOX 25046, MAIL STOP 966, DENVER FEDERAL CENTER, DENVER, COLORADO 80225

Abstract

Most seismic hazard analyses assume that earthquakes have a Poisson distribution and that data from recorded earthquakes can be used to predict future seismic activity in a region. Historic catalogs, however, may show different earthquake occurrence rates for regions that are geologically similar, suggesting, on a local scale at least, temporal variations in seismicity. The simple two-state model presented here allows a region to have both seismically "active" and "inactive" states; in this model, earthquakes have a Poisson distribution during both states, but occur at a higher rate when the region is "active." The probability of changing from one state to the other at any time is constant. The two-state model reduces to the usual Poisson model if the region is always "active" or if the rate is the same for both states.




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