next up previous [pdf]

Next: About this document ... Up: Li: Implicit anisotropic WEMVA Previous: Conclusions and discussions


Li, Y. and B. Biondi, 2010, Wave-equation tomography for anisotropic parameters: SEP-Report, 140, 49-60.

----, 2011a, Migration velocity analysis for anisotropic models: SEG Expanded Abstract, 30, 201-206.

Li, Y. E., 2012, Wave-equation migration velocity analysis for anisotropic models on 2-D ExxonMobil field data: SEP-Report, 147, 83-94.

Li, Y. E. and B. Biondi, 2011b, Migration velocity analysis for anisotropic models: SEP-Report, 143, 21-32.

Li, Y. E., P. Shen, and C. Perkins, 2012, VTI migration velocity analysis using RTM: SEP-Report, 147, 57-72.

Marquering, H., F. A. Dahlen, and G. Nolet, 1998, Three-dimensional waveform sensitivity kernels: Geophysical Journal International, 132, 521-534.

----, 1999, Three-dimensional sensitivity kernels for finite-frequency traveltimes: the banana-doughnut paradox: Geophysical Journal International, 137, 805-815.

Plessix, R.-E. and H. Rynja, 2010, VTI full waveform inversion: A parameterization study with a narrow azimuth streamer data example: SEG Expanded Abstracts, 29, 962-966.

Rickett, J., 2000, Traveltime sensitivity kernels: Banana-doughnuts or just plain bananas?: SEP-Report, 103, 63-71.

Ristow, D. and T. Ruhl, 1997, Migration in transversely isotropic media using implicit operators: SEG Expanded Abstract, 67, 1699-1702.

Sava, P., 2004, Migration and velocity analysis by wavefield extrapolation: PhD thesis, Stanford University.

Shan, G., 2006, Optimized implicit finite-difference migration for VTI media: SEP-Report, 124, 279-292.

----, 2009, Optimized implicit finite-difference and Fourier finite-difference migration for VTI media: Geophysics, WCA189-WCA197.

Xie, X.-B. and H. Yang, 2009, The finite-frequency sensitivity kernel for migration residual moveout and its applications in migration velocity analysis: WTOPI Report, 16.