Moment-tensor solutions estimated using optimal filter theory: Global seismicity, 2002

Physics of the Earth and Planetary Interiors

Volumn 145, Issue 1-4, 2004, Pages 203-217

  Sipkin, Stuart A ^a   Zirbes, Madeleine D ^a  

^a U S GEOLOGICAL SURVEY   (United States)

Author keywords

Earthquakes; Moment tensor solutions; Optimal filter theory; Seismicity; Source parameters

Indexed keywords

EARTHQUAKE; GLOBAL PERSPECTIVE; MOMENT TENSOR; SEISMICITY;

EID: 2942714832     PISSN: 00319201     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.pepi.2004.04.002     Document Type: Article

References (19)

1. Aki, K., Richards, P.G., 1980. Quantitative Seismology, vol. 1. Freeman, San Francisco, p. 557.
2. Knopoff L.Randall M.J.The compensated linear-vector dipole: a possible mechanism for deep earthquakes J. Geophys. Res. 75 1970 4957-4963
3. Sipkin S.A.Estimation of earthquake source parameters by the inversion of waveform data: synthetic waveforms Phys. Earth Planet Int. 30 1982 242-259
4. Sipkin S.A.Interpretation of non-double-couple earthquake source mechanisms derived from moment tensor inversion J. Geophys. Res. 91 1986a 531-547
5. Sipkin S.A.Estimation of earthquake source parameters by the inversion of waveform data: global seismicity, 1981-1983 Bull. Seismol. Soc. Am. 76 1986 1515-1541
6. Sipkin S.A.Needham R.E.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1984-1987 Phys. Earth Planet Int. 57 1989 233-259
7. Sipkin S.A.Needham R.E.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1988-1989 Phys. Earth Planet Int. 67 1991 221-230
8. Sipkin S.A.Needham R.E.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1990 Phys. Earth Planet Int. 70 1992 16-21
9. Sipkin S.A.Needham R.E.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1991 Phys. Earth Planet Int. 75 1993 199-204
10. Sipkin S.A.Needham R.E.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1992 Phys. Earth Planet Int. 82 1994a 1-7
11. Sipkin S.A.Needham R.E.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1993 Phys. Earth Planet Int. 86 1994 245-252
12. Sipkin S.A.Zirbes M.D.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1994 Phys. Earth Planet Int. 93 1996 139-146
13. Sipkin S.A.Zirbes M.D.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1995 Phys. Earth Planet Int. 101 1997 291-301
14. Sipkin S.A.Zirbes M.D.Bufe C.G.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1996 Phys. Earth Planet Int. 109 1998 65-77
15. Sipkin S.A.Bufe C.G.Zirbes M.D.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1997 Phys. Earth Planet Int. 114 1999 109-117
16. Sipkin S.A.Bufe C.G.Zirbes M.D.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1998 Phys. Earth Planet Int. 118 2000a 169-179
17. Sipkin S.A.Bufe C.G.Zirbes M.D.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 1999 Phys. Earth Planet Int. 122 2000 147-159
18. Sipkin S.A.Bufe C.G.Zirbes M.D.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 2000 Phys. Earth Planet Int. 130 2002 129-142
19. Sipkin S.A.Bufe C.G.Zirbes M.D.Moment-tensor solutions estimated using optimal filter theory: global seismicity, 2001 Phys. Earth Planet Int. 138 2003 11-23