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The algorithm of decomposing superimposed 2-D Poisson processes and its application to the extracting earthquake clustering pattern
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作者 PEI Tao(裴韬) +7 位作者 ZHOU Cheng-hu(周成虎) YANG Ming(杨明) LUO jian-cheng(骆剑承) LI Quan-lin(李全林) 《Acta Seismologica Sinica(English Edition)》 CSCD 2004年第1期54-63,共10页
Aiming at the complexity of seismic gestation mechanism and spatial distribution, we hypothesize that the seismic data are composed of background earthquakes and anomaly earthquakes in a certain temporal-spatial scope... Aiming at the complexity of seismic gestation mechanism and spatial distribution, we hypothesize that the seismic data are composed of background earthquakes and anomaly earthquakes in a certain temporal-spatial scope. Also the background earthquakes and anomaly earthquakes both satisfy the 2-D Poisson process of different parameters respectively. In the paper, the concept of N-th order distance is introduced in order to transform 2-D superimposed Poisson process into 1-D mixture density function. On the basis of choosing the distance, mixture density function is decomposed to recognize the anomaly earthquakes through genetic algorithm. Combined with the temporal scanning of C value, the algorithm is applied to the recognition on spatial pattern of foreshock anomalies by exam-ples of Songpan and Longling sequences in the southwest of China. 展开更多
关键词 mixture Poisson process clustering earthquakes Songpan Longling
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