JMM ex EOST : Ondes - Imagerie - Traitement sismique - Propagation

Acquisition - Amplitudes - Anisotropie - Migration - Monitoring - Multiples - Ondes S - Proche surface - Puits - Réservoir - Signal - Vitesses

Pour une recherche exhaustive, utiliser l' index de la SEG. Consulter aussi les exposés des experts mis à disposition sur le EAGE Channel.

Acquisition

• Hlebnikov, V., T. Elboth, V. Vinje, and L.-J. Gelius, (2021), Noise types and their attenuation in towed marine seismic: A tutorial
• Bakulin, A., I. Silvestrov, and R. Pevzner, (2020), Surface seismics with DAS: An emerging alternative to modern point-sensor acquisition
• Amundsen, L., O. Pedersen, A. Osen, J. O. A. Robertsson, and M. Landr (2017). Broadband seismic over/under sources and their designature-deghosting
• Soubaras, R. and Lafet, Y. (2013). Variable-depth streamer acquisition: Broadband data for imaging and inversion
• Day, A., Kl ver, T., S llner, W., Tabti, H., and Carlson, D. (2013). Wavefield-separation methods for dual-sensor towed-streamer data
• Wei, Z. and Phillips, T. (2013). Enhancing the low-frequency amplitude of ground force from a seismic vibrator through reduction of harmonic distortion
• Orji, O.C., W. S llner, and L.-J. Gelius, 2012, Effects of time-varying sea surface in marine seismic data
• Sallas. J.J., 2010, How do hydraulic vibrators work? A look inside the black box
• Bagaini C., 2010, Acquisition and processing of simultaneous vibroseis data
• Gibson, J., F. Lin, A. Egreteau, J. Meunier, and M. Lansley, 2010, The case for longer sweeps in vibrator acquisition
• Elboth, T., B. A. P. Reif, and O. Andreassen, 2009 Flow and swell noise in marine seismic data
• Pharez, S., N. Hendrick, and R. Tenghamn, 2008, First look at seismic data from a towed dual-sensor streamer
• Hons, M.S., R. R. Stewart, D. C. Lawton, M. B. Bertram, and G. Hauer, 2008, Field data comparisons of MEMS accelerometers and analog geophones
• Postel, J.-J., J. Meunier, T. Bianchi, and R. Taylor, 2008, V1: Implementation and application of single-vibrator acquisition
• Tashmukhambetov, A.M., G. E. Ioup, J. W. Ioup, N. A. Sidorovskaia, and J. J. Newcomb, 2008, Three-dimensional seismic array characterization study: Experiment and modeling
• Corcoran, C., C. Perkins, D. Lee, P. Cattermole, R. Cook, and N. Moldoveanu, 2007, A wide-azimuth streamer acquisition pilot project in the Gulf of Mexico
• Manning, T., N. Shane, C. Page, B. Barley, W. Rietveld, and J. Keggin, 2007, Quantifying and increasing the value of multi-azimuth seismic
• Moldoveanu, N., L. Combee, M. Egan, G. Hampson, L. Sydora, and W. Abriel, 2007, Over/under towed-streamer acquisition: A method to extend seismic bandwidth to both higher and lower frequencies
• Stewart, J., A. Shatilo, C. Jing, T. Rape, R. Duren, K. Lewallen, and G. Szurek, 2007, A comparison of streamer and OBC seismic data at Beryl Alpha field, U. K. North Sea
• Benabentos, M., F. Ortigosa, N. Moldoveanu, and P. Munoz, 2006, Cascaded sweeps A method to improve vibroseis acquisition efficiency: A field test
• Krohn C. E. and M. L. Johnson, 2006, HFVS^TM: Enhanced data quality through technology integration
• Craig M.S. and R. L. Genter, 2006, Geophone array formation and semblance evaluation
• Bouska J. and R. Johnston, 2005, The first 3D/4-C ocean bottom seismic surveys in the Caspian Sea: Acquisition design and processing strategy
• Ramsden, C., G. Bennett, and A. Long , 2005, High-resolution 3D seismic imaging in practice
• Hornman K., 2004, Data acquisition over the Lunskoye gas cloud
• Calvert, A., E. Ekstrand, B. McLain, J. Etgen, F. Billette, V. Sen, C. Regone, T. Byrd, M. Truxillo, S. Young, and Y. Cobo, 2003, Pushing the limits of resolution at Holstein: A case history from the deepwater Gulf of Mexico
• Eiken, O., G. U. Haugen, M. Schonewille, and A. Duijndam, 2003, A proven method for acquiring highly repeatable towed streamer seismic data
• Caldwell J., 2002, Does air-gun noise harm marine mammals?
• Hoffe, B.H., G. F. Margrave, R.R. Stewart, D. S. Foltinek, H. C. Bland, and P. M. Manning, 2002, Analyzing the effectiveness of receiver arrays for multicomponent seismic exploration
• Schuster G.T and Z. Liu, 2001, Seismic array theorem and rapid calculation of acquisition footprint noise
• Volker, A.W.F., G. Blacquière, A. J. Berkhout and L. Ongkiehong, 2001, Comprehensive assessment of seismic acquisition geometries by focal beams Part II: Practical aspects and examples
• Kerekes, A.K., 2001, Seismic array design by spatial convolution
• Newman, B.J., 2000, Spatial aliasing and 3-D size: The quest for cleaner, cheaper data
• Caldwell J., and W. Dragoset, 2000, A brief overview of seismic air-gun arrays
• Dragoset, B., 2000, Introduction to air guns and air-gun arrays
• Hill, S., Shultz, M. and Brewer, J., 1999, Acquisition footprint and fold-of-stack plots
• Burger, P., R. Garotta and P.Y. Granger, 1998, Improving resolution and seismic quality assurance through field preprocessing
• Brink M. and S. Ronen, 1998, Coverage and binning issues for marine seismic surveys
• Vermeer, G.J.O., 1998, 3-D symmetric sampling in theory and practice
• Vermeer G.J.O, 1998, 3-D symmetric sampling
• Ziolkowski, A., 1998, Measurement of air-gun bubble oscillations
• Kerekes, A.K., 1997, The stack array and the spatial alias
• Li X.P., W. Sollner and P. Hubral, 1995, Elimination of harmonic distortion in Vibroseis data
• Landro, M., J. Langhammer, R. Sollie, L. Amundsen and E. Berg, 1994, Source signature determination from ministreamer data
• von Seggern D., 1994, Depth-imaging resolution of 3-D seismic recording patterns
• Avedik, F. Allenou J.P., B. Morvan and V. Renard, 1993, 'Single bubble' air-gun array for deep exploration

• Fogg A. (2016) Applied AVO
• Avseth P. (2014) Pseudo-Elastic Impedance
• Ourabah A. (2016) Impact of Acquisition Geometry on AVO/AVOA Attributes Quality

• Russell, B. (2019), Machine learning and geophysical inversion A numerical study
• Avseth P., A. Janke, and F. Horn (2016). AVO inversion in exploration Key learnings from a Norwegian Sea prospect
• Mallick S. and S. Adhikari (2015). Amplitude-variation-with-offset and prestack-waveform inversion: A direct comparison using a real data example from the Rock Springs Uplift, Wyoming, USA
• Far, M., Hardage, B., and Wagner, D. (2014). Fracture parameter inversion for Marcellus Shale.
• Arntsen, B., Kritski, A., Ursin, B., and Amundsen, L. (2013). Shot-profile true amplitude crosscorrelation imaging condition
• Russell, B.H., D. Gray, and D. P. Hampson, 2011, Linearized AVO and poroelasticity
• Foster, D.J., R. G. Keys, and F. D. Lane, 2010, Interpretation of AVO anomalies
• Aibaidula A. and G. McMechan, 2009 Inversion and interpretation of a 3D seismic data set from the Ouachita Mountains, Oklahoma
• Avseth, P., A. Dr ge, A.-J. van Wijngaarden, T. A. Johansen, and A. J rstad, 2008, Shale rock physics and implications for AVO analysis: A North Sea demonstration
• Nowak, E.J., H. W. Swan, and D. Lane, 2008, Quantitative thickness estimates from the spectral response of AVO measurements
• Chen, M.A., M. Riedel, R.D. Hyndman, and S.E. Dosso, 2007, AVO inversion of BSRs in marine gas hydrate studies
• Mallick S., 2007, Amplitude-variation-with-offset, elastic-impedence, and wave-equation synthetics A modeling study
• Contreras, A., C. Torres-Verd n, and T. Fasnacht, 2007, Sensitivity analysis of data-related factors controlling AVA simultaneous inversion of partially stacked seismic amplitude data: Application to deepwater hydrocarbon reservoirs in the central Gulf of Mexico
• Quakenbush, M., B. Shang, and C. Tuttle, 2006, Poisson impedance
• Stovas, A., M. Landr , and P. Avseth, 2006, AVO attribute inversion for finely layered reservoirs
• Jarvis, K., A. Folkers, and P. Mesdag., 2004, Reservoir characterization of the Flag Sandstone, Barrow sub-basin, using an integrated, multiparameter seismic AVO inversion technique
• B nz, S., and J. Mienert (2004), Acoustic imaging of gas hydrate and free gas at the Storegga Slide
• Santos L.T. and M. Tygel, 2004, Impedance-type approximations of the P P elastic reflection coefficient: Modeling and AVO inversion
• Luo M. and B.J. Evans, 2004, An amplitude-based multiazimuth approach to mapping fractures using P-wave 3D seismic data
• Eissa, M.A., J. P. Castagna, and A. Leaver, 2003, AVO detection of gas-producing dolomite trends in nonproducing limestone
• Russell, B.H., K. Hedlin, F. J. Hilterman, and L. R. Lines, 2003, Fluid-property discrimination with AVO: A Biot-Gassmann perspective
• Hall S.A. and J-M. Kendal, 2003, Fracture characterization at Valhall: Application of P-wave amplitude variation with offset and azimuth (AVOA) analysis to a 3D ocean-bottom data set
• Ross C.P., 2002, Comparison of popular AVO attributes, AVO inversion, and calibrated AVO predictions
• Soroka, W.L. T.J. Fitch, K.H. Van Sickle, and P. D. North , 2002, Successful production application of 3-D amplitude variation with offset: The lessons learned
• Mallick S., 2001, AVO and elastic impedance
• Buland A. and M. Landr , 2001, The impact of common-offset migration on porosity estimation by AVO inversion
• Adriansyah and G. A. McMechan, 2001, AVA analysis and interpretation of a carbonate reservoir: northwest Java basin, Indonesia
• Cambois, G., 2000, Can P-wave AVO be quantitative?
• Hilterman, F., C. Van Schuyver and M. Sbar, 2000, AVO examples of long-offset 2-D data in the Gulf of Mexico
• Duffaut, K., T. Alsos, M. Landr , H. Rogn and N. F. Al-Najjar, 2000, Shear-wave elastic impedance
• Ross, C.P., 2000, Effective AVO crossplot modeling: A tutorial
• Connolly, P., 1999, Elastic impedance
• Wang, Y., 1999, Approximations to the Zoeppritz equations and their use in AVO analysis
• Dong W., 1999, AVO detectability against tuning and stretching artifacts
• Mahob, P.N., J. P. Castagna and R. A. Young, 1999, AVO inversion of a Gulf of Mexico bright spot-A case study
• Tura, A., C. Hanitzsch and H. Calandra, 1998, 3-D AVO migration/inversion of field data
• Ramos, A.C.B., 1998, AVO processing calibration
• Castagna, J.P., H. W. Swan and D. J. Foster, 1998, Framework for AVO gradient and intercept interpretation
• Castagna, J.P. and H.W. Swan, 1997, Principles of AVO crossplotting
• Buland, A., M. Landro, M. Andersen and T. Dahl, 1996, AVO inversion of Troll Field data
• Mosher C.C., T. H. Keho, A. B. Weglein and D.J. Foster, 1996, The impact of migration on AVO
• Castagna J.P. and S. W. Smith, 1994, Comparison of AVO indicators: A modeling study
• Fatti J. L., G. C. Smith, P. J. Vail, P. J. Strauss and P. R. Levitt, 1994, Detection of gas in sandstone reservoirs using AVO analysis: A 3-D seismic case history using the geostack technique
• Simmons J.L. and M. M. Backus, 1994, AVO modeling and the locally converted shear wave
• Yu G. , 1985, Offset-amplitude variation and controlled-amplitude processing
• Shuey R.T. , 1985, A simplification of the Zoeppritz equations
• Ostrander W.J. , 1984, Plane-wave reflection coefficients for gas sands at nonnormal angles of incidence

• Robein E. (2016) Epsilon and Delta in Anisotropic Velocity Model Building

• Singhroha S., S. B nz et al. (2020). Detection of Gas Hydrates in Faults Using Azimuthal Seismic Velocity Analysis, Vestnesa Ridge, W-Svalbard Margin
• Li, V., A. Guitton, I. Tsvankin, and T. Alkhalifah (2019). Image-domain wavefield tomography for VTI media
• Farra, V. and P enc k, I. (2013). Moveout approximations for P- and SV-waves in VTI media.
• Grechka, V. (2013). Ray-direction velocities in VTI media
• Duxbury, A., White, D., Samson, C., Hall, S., Wookey, J., and Kendall, J. (2012). Fracture mapping using seismic amplitude variation with offset and azimuth analysis at the Weyburn CO2 storage site
• Tsvankin, I., J. Gaiser, V. Grechka, M. van der Baan, and L. Thomsen, 2010, Seismic anisotropy in exploration and reservoir characterization: An overview
• Berryman, J.G., 2008, Exact seismic velocities for transversely isotropic media and extended Thomsen formulas for stronger anisotropies
• Kr ger, O.S., E. H. Saenger, S. J. Oates, and S. A. Shapiro, 2007, A numerical study on reflection coefficients of fractured media
• Liner C.L. and T. W. Fei, 2006, Layer-induced seismic anisotropy from full-wave sonic logs: Theory, application, and validation
• Helbig K. and L. Thomsen, 2005, 75-plus years of anisotropy in exploration and reservoir seismics: A historical review of concepts and methods
• Isaac and D. C. Lawton, 2004, A practical method for estimating effective parameters of anisotropy from reflection seismic data
• Dewangan P. and V. Grechka, 2003, Inversion of multicomponent, multiazimuth, walkaway VSP data for the stiffness tensor
• Shen, F., X. Zhu, and M.N. Toks z , 2002, Effects of fractures on NMO velocities and P-wave azimuthal AVO response
• Grechka, V., I. Tsvankin, A. Bakulin, J. O. Hansen, and C. Signer, 2002, Joint inversion of PP and PS reflection data for VTI media: A North Sea case study
• Kirtland Grech, M.G., S. Cheadle and D.C. Lawton, 2001, Integrating borehole information and surface seismic for velocity anisotropy analysis and depth imaging
• Peng C. and K.E. Steenson, 2001, 3-D prestack depth migration in anisotropic media: A case study at the Lodgepole reef play in North Dakota
• Hawkins, K., R. Leggott, G. Williams and H. Kat, 2001, Addressing anisotropy in 3-D prestack depth migration: A case study from the Southern North Sea
• Lawton, D.C., J.H. Isaac, R.W. Vestrum and J.M. Leslie, 2001, Slip-slidin' away - some practical implications of seismic velocity anisotropy on depth imaging
• Winterstein D.F. and G. S. De, 2001, VTI documented
• Alkhalifah, T., 2000, An acoustic wave equation for anisotropic media
• Rasolofosaon, P.N.J., 2000, Explicit analytic expression for normal moveout from horizontal and dipping reflectors in weakly anisotropic media of arbitrary symmetry type
• Toldi, J., Alkhalifah, T., Berthet, P., Arnaud, J., Williamson, P. and Conche, B., 1999, Case study of estimation of anisotropy
• Urosevic M. and C. Juhlin, 1999, Seismic anisotropy in the upper 500 m of the Southern Sydney Basin
• Tsvankin I. and H.B. Lynn, 1999, Special section on azimuthal dependence of P-wave seismic signatures - Introduction
• Alkhalifah, T., 1998, Acoustic approximations for processing in transversely isotropic media
• Alkhalifah T., 1997, Seismic data processing in vertically inhomogeneous Tl media
• R ger A., 1997, P-wave reflection coefficients for transversely isotropic models with vertical and horizontal axis of symmetry
• Alkhalifah T., 1996, Transformation to zero offset in TI media
• Anderson J., T. Alkhalifah, and I. Tsvankin, 1996, Fowler DMO and time migration for transversely isotropic media
• Tsvankin I., 1996, P-wave signatures and notation for transversely isotropic media: An overview
• Ball G., 1995, Estimation of anisotropy and anisotropic 3-D prestack depth migration, offshore Zaire
• Alkhalifah T. and I. Tsvankin, 1995, Velocity analysis for transversely isotropic media
• Tsvankin I. and L. Thomsen, 1995, Inversion of reflection traveltimes for transverse isotropy
• Schoenberg M. and C.M. Sayers, 1995, Seismic anisotropy of fractured rock
• Alkhalifah T. and K. Larner, 1994, Migration error in transversely isotropic media
• Tsvankin I. and L. Thomsen, 1994, Nonhyperbolic reflection moveout in anisotropic media
• Phadke S., S. Kapotas, N. Dai and E. R. Kanasewich, 1994, Migration of P-wave reflection data in transversely isotropic media
• Levin F.K., 1994, Reflection point behavior in transversely isotropic solids
• Cohen J.K. and K. Larner, 1993, Migration error in transversely isotropic media with linear velocity variation in depth
• Larner K., 1993, Dip-moveout error in transversely isotropic media with linear velocity variation in depth
• Sena A.G. and M. N. Toksoz, 1993, Kirchoff migration and velocity analysis for converted and nonconverted waves in anisotropic media

• Robein E (2016). Reverse Time Migration: How Does It Work, When To Use It
• Wang B. (2014). Least Squares Reverse Time Migration
• Cavalca M. (2017). Q-Compensation Through Depth Domain Inversion

• Fomel S. and H. Kaur, (2021), Wave-equation time migration
• Rocha, D. P. Sava, and A. Guitton (2018). 3D acoustic least-squares reverse time migration using the energy norm
• Zhang, S., Y. Luo, and G. Schuster (2015). Shot- and angle-domain wave-equation traveltime inversion of reflection data: Synthetic and field data examples
• Xu, S., Chen, F., Tang, B., and Lambare, G. (2014). Noise removal by migration of time-shift images.
• ten Kroode, F., Bergler, S., Corsten, C., de Maag, J., Strijbos, F., and Tijhof, H. (2013). Broadband seismic data The importance of low frequencies
• Nguyen, B. and McMechan, G. (2013). Excitation amplitude imaging condition for prestack reverse-time migration
• Malcolm, A.E., M. V. De Hoop, and B. Ursin, 2011, Recursive imaging with multiply scattered waves using partial image regularization: A North Sea case study
• Poole, T.L., A. Curtis, J. O. A. Robertsson, and D.-J. van Manen, 2010, Deconvolution imaging conditions and cross-talk suppression
• Xu, K., B. Zhou, and G. A. McMechan, 2010, Implementation of prestack reverse time migration using frequency-domain extrapolation
• Sava P. and S. J. Hill, 2009, Overview and classification of wavefield seismic imaging methods
• Gray, S.,Y. Xie, C. Notfors, T. Zhu, D. Wang, and C. Ting, 2009, Taking apart beam migration
• Arntsen, B., C. Gerea, and T. R sten, 2009 Imaging salt bodies using explicit migration operators offshore Norway
• Lecomte, I., 2008, Resolution and illumination analyses in PSDM: A ray-based approach
• Jones I., 2008, A modeling study of preprocessing considerations for reverse-time migration
• Stolk C.C. and W. W. Symes, 2004, Kinematic artifacts in prestack depth migration
• Bee Bednar, J., 2001, Seeing the invisible: The next generation in seismic depth imaging
• Hill S.J., R. Stolt and S. Chiu, 2001, Altering offsets and azimuths in a computer
• Gray, S.H., J. Etgen, J. Dellinger and D. Whitmore, 2001, Seismic migration problems and solutions
• Sun H. and G. T. Schuster, 2001, 2-D wavepath migration
• Biondi B., 2001, Kirchhoff imaging beyond aliasing
• Hu, J., G. T. Schuster and P. A. Valasek, 2001, Poststack migration deconvolution
• Hua B.L. and G. A. McMechan, 2001, Parsimonious 2-D poststack Kirchhoff depth migration
• Schneider, R.V., M.B. Gordon, J. Sempere, C. Willacy, S. Hightower and S.F. Scholz, 2000, Prestack depth imaging in the eastern Gulf of Mexico
• Santos, L.T., J. Schleicher, M. Tygel and P. Hubral, 2000, Modeling, migration, and demigration
• Schuster G.T. and J. Hu, 2000, Green s function for migration: Continuous recording geometry
• Dellinger, J. G. Murphy, J. Etgen and S. Gray, 1999, Efficient 2.5-D true-amplitude migration
• Liner, C.L., 1999, Concepts of normal and dip moveout
• Schneider W.A., 1999, Analyzing operators of 3-D imaging software with impulse responses
• Ekren B.O. and B. Ursin, 1999, True-amplitude frequency-wavenumber constant-offset migration
• Wang C., 1999, Dip moveout in the Radon domain
• Thierry, P., S. Operto and G. Lambare, 1999, Fast 2-D ray+Born migration/inversion in complex media
• Bancroft J.C., H.D. Geiger and G.F. Margrave, 1998, The equivalent offset method of prestack time migration
• Biondi, B., S. Fomel and N. Chemingui, 1998, Azimuth moveout for 3-D prestack imaging
• Audebert, F. , D. Nichols, T. Rekdal, B. Biondi, D. E. Lumley and H. Urdaneta, 1997, Imaging complex geologic structure with single-arrival Kirchhoff prestack depth migration
• Bevc D., 1997, Flooding the topography: Wave-equation datuming of land data with rugged acquisition topography
• Tieman H.J., 1997, Improving plane-wave decomposition and migration
• Gray S.H. and W. P. May, 1994, Kirchoff migration using eikonal equation traveltimes
• Black J.L. and M. A. Brzostowski, 1994, Systematics of time-migration errors
• Artley C. and D. Hale, 1994, Dip-moveout processing for depth-variable velocity
• Claerbout J.F., 1971, TOWARD A UNIFIED THEORY OF REFLECTOR MAPPING

• Hatchell P. (2015). Experience with Time-lapse Monitoring
• de Ridder S. (2015). Passive Seismic Surface-Wave Interferometry

• Zhou W. and D. Lumley, (2021), Central-difference time-lapse 4D seismic full-waveform inversion
• Borges, F., M. Landr , and K. Duffaut, (2020), Time-lapse seismic analysis of overburden water injection at the Ekofisk field, southern North Sea
• Wang Y. and I. B. Morozov, (2020), Time-lapse acoustic impedance variations during CO2 injection in Weyburn oilfield, Canada
• Byerley, G., L. Singer, and P. Rose (2016). Resaturated pay: A new infill target type identified through the application and continuous improvement of 4D seismic at the Forties Field
• Thore P. and Th. D. Blanchard (2015). 4D propagated layer-based inversion
• Furre, A.-K. and Eiken, O. (2014), Dual sensor streamer technology used in Sleipner CO2 injection monitoring
• Li, J., Liner, C., and Stewart, R. (2014). Time-lapse seismic modeling for CO2 sequestration at the Dickman Oilfield, Kansas
• Almutlaq, M. and Margrave, G. (2013). Surface-consistent matching filters for time-lapse seismic processing.
• Boelle, J., Brechet, E., Ceragioli, E., Nawab, R., Lecerf, D., and Lafram, A. (2012). A large-scale validation of OBN technology for time-lapse studies through a pilot test, deep offshore Angola
• Thore, P. and Hubans, C. (2012). 4D seismic-to-well tying, a key step towards 4D inversion
• Williams, G. and Chadwick, A. (2012). Quantitative seismic analysis of a thin layer of CO2 in the Sleipner injection plume
• Hildebrand, J.A., L. Armi, and P. C. Henkart, 2012, Seismic imaging of the water-column deep layer associated with the Deepwater Horizon oil spill
• Rabben T.E. and B. Ursin, 2011, AVA inversion of the top Utsira Sand reflection at the Sleipner field
• Ghaderi A. and M. Landr , 2009 Estimation of thickness and velocity changes of injected carbon dioxide layers from prestack time-lapse seismic data
• Arrowsmith S.J. and L. Eisner, 2006, A technique for identifying microseismic multiplets and application to the Valhall field, North Sea
• Isaac J.H. and D. C. Lawton, 2006, A case history of time-lapse 3D seismic surveys at Cold Lake, Alberta, Canada
• Robinson, N., A. Ford, J. Howie, D. Manley, M. Riviere, S. Stewart, and R. Thomas, 2005 4D time-lapse monitoring of Chirag Field
• Magesan, M., S. Depagne, K. Nixon, B. Regel, J. Opich, G. Rogers, and T. Hudson , 2005, Seismic processing for time-lapse study : Genesis Field, Gulf of Mexico
• Le Calvez, J.H., L. Bennett, K. V. Tanner, W. D. Grant, L. Nutt, V. Jochen, W. Underhill, and J. Drew, 2005, Monitoring microseismic fracture development to optimize stimulation and production in aging fields
• Kvam O. and M. Landr , 2005, Pore-pressure detection sensitivities tested with time-lapse seismic data
• Landr M. and J. Stammeijer , 2004, Quantitative estimation of compaction and velocity changes using 4D impedance and traveltime changes
• Ellison S.J., M. G. Imhofz, C. Coruhz, A. D. Fuqua, and S. C. Henry, 2004, Modeling offset-dependent reflectivity for time-lapse monitoring of water-flood production in thin-layered reservoirs
• MacKay, S., J. Fried, and C. Carvill, 2003, The impact of water-velocity variations on deepwater seismic data
• Schonewille, M.A. , R. Romijn, A. J. W. Duijndam, and L. Ongkiehong, 2003, A general reconstruction scheme for dominant azimuth 3D seismic data
• Landr , M., H. H. Veire, K. Duffaut, and N. Najjar, 2003, Discrimination between pressure and fluid saturation changes from marine multicomponent time-lapse seismic data
• Watson, I.A., L. R. Lines, and K. F. Brittle, 2002, Heavy-oil reservoir characterization using elastic wave properties
• Guilbot J. and B. Smith, 2002, 4-D constrained depth conversion for reservoir compaction estimation: Application to Ekofisk Field
• Li, G., G. Purdue, S. Weber and R. Couzens, 2001, Effective processing of nonrepeatable 4-D seismic data to monitor heavy oil SAGD steam flood at East Senlac, Saskatchewan, Canada
• Mjaaland S., E. Causse and A.-M. Wulff, 2001, Seismic monitoring from intelligent wells
• Meunier, J. , F. Huguet and P. Meynier, 2001, Reservoir monitoring using permanent sources and vertical receiver antennae: The Céré-la-Ronde case study
• Rickett J.E. and D. E. Lumley, 2001, Cross-equalization data processing for time-lapse seismic reservoir monitoring: A case study from the Gulf of Mexico
• Landr , M. 2001, Discrimination between pressure and fluid saturation changes from time-lapse seismic data
• Sayers, C., Woodward, M., and Bartman, R. (2001). Predrill pore-pressure prediction using 4-C seismic data
• Leggott, R., R.G. Williams and M. Skinner, 2000, Collocation of 4-D seismic data in the presence of systematic navigational errors
• Keers, H., L.R. Johnson and D. W. Vasco, 2000, Acoustic crosswell imaging using asymptotic waveforms
• Robertsson, J.O.A., C. M. Sayers, C. H. Chapman and S. Ryan-Grigor, 2000, A finite-difference injection approach to modeling seismic fluid flow monitoring
• Landro, M., 1999, Repeatability issues of 3-D VSP data
• Ross, A., G. R. Foulger and B. R. Julian, 1999, Source processes of industrially-induced earthquakes at The Geysers geothermal area, California
• Winterstein, D., J. Stefani and D. Julander, 1998, 9-C time-lapse VSP monitoring of steam injection at Cymric Oil Field
• Meunier, J. and F. Huguet, 1998, Céré-la-Ronde : A laboratory for time-lapse seismic monitoring in the Paris Basin
• Sonneland, L., H. Hafslund Veire, B. Raymond, C. Signer, L. Pedersen, S. Ryan and C. Sayers, 1997, Seismic reservoir monitoring on Gullfaks
• Beasley, C.L., R. E. Chambers, R. L. Workman, K. L. Craft and L. J. Meister, 1997, Repeatability of 3-D ocean-bottom cable seismic surveys
• Lazaratos, S.K. and B. P. Marion, 1997, Crosswell seismic imaging of reservoir changes caused by CO2 injection
• Mathisen M., A.A. Vasiliou, P. Cunningham, J. Shaw, J. H. Justice and N. J. Guinzy, 1995, Time-lapse crosswell seismic tomogram interpretation: Implications for heavy oil reservoir characterization, thermal recovery process monitoring, and tomographic imaging technology

• Verschuur E. (2014). Seismic Multiple Removal Techniques
• Beasley C. (2015). Wave Equation Receiver Deghosting

• Vrolijk J.W. and G. Blacqui re, (2021), Source deghosting of coarsely sampled common-receiver data using a convolutional neural network
• Cecconello E. and W. S llner, (2020), Realistic weather conditions and removal of time-varying sea-surface effects: Application on ocean-bottom-cable data
• Davydenko M. and D. J. Verschuur (2018). Including and using internal multiples in closed-loop imaging Field data examples
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