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JOURNAL OF SEISMIC EXPLORATION
SEISMIC APPLICATIONS
book series
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Contents
& Abstracts Journal of Seismic Exploration
Volume
18, Number 1, January 2009
Volume 18, Number 2, April
2009
Volume 18, Number 3, July
2009
Volume 18, Number 4, October
2009
Volume 19, Number 1, January
2010
Volume 19, Number 2, April
2010
Volume 19, Number 3, July
2010
Volume 19, Number 4, October
2010
Volume 20, Number 1, February
2011
Volume 20, Number 2, May
2011
Volume 20, Number 3, September
2011
Volume 20, Number 4, December
2011
Volume 21, Number 1, March
2012
Volume 21, Number 2, May
2012
Volume 21, Number 3, August
2012
Volume 21, Number 4, December
2012
Volume 22, Number 1, February
2013
Volume 22, Number 2, May
2013
Volume 22, Number 3, July
2013
Volume 22, Number 4, September
2013
Volume 22, Number 5, November
2013
Volume 23, Number 1, February
2014
Volume 23, Number 2, May
2014
Volume 23, Number 3, July 2014
Volume 23, Number 4, September
2014
Volume 23, Number 5, November
2014
Volume 24, Number 1, February
2015
Volume 24, Number 2, May
2015
Volume 24, Number 3, July
2015
Volume 24, Number 4, September
2015
Volume 24, Number 5,November
2015
Volume 25, Number 1, February
2016
Volume 25, Number 2, April
2016
Volume 25, Number 3, June
2016
Volume 25, Number 4, August
2016
Volume 25, Number 5, October
2016
Volume 25, Number 6, December
2016
Volume 26, Number 1, February
2017
Volume 26, Number 2, April
2017
Volume 26, Number 3, June
2017
Volume 26, Number 4, August
2017
Volume 26, Number 5, October
2017
Volume 26, Number 6, December
2017
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Volume
23, Number 3, July 2014 |
O.
Jarillo Michel and I. Tsvankin
Gradient calculation for waveform inversion of microseismic
data in VTI media |
X.
Wu, M. Chapman and X.-Y. Li
Estimating
seismic dispersion from prestack data using frequency-dependent
AVO analysis |
S.
Chen, X.-Y. Li and X. Wu
Application
of frequency-dependent AVO inversion to hydrocarbon detection |
Y.
Liu, J. Zhang and G. Hu
Variable
step size-normalized sign gradient AVO inversion algorithm
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C.
Zhang, X. Li, X. Ma and G. Song
A
Runge-Kutta method with using eighth-order nearly-analytic spatial
discretization operator for solving a 2D acoustic wave equation |
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