Inverse problem theory and methods for model parameter estimation A Tarantola Society for industrial and applied mathematics, 2005 | 13697 | 2005 |
Inversion of seismic reflection data in the acoustic approximation A Tarantola Geophysics 49 (8), 1259-1266, 1984 | 4621 | 1984 |
Generalized nonlinear inverse problems solved using the least squares criterion A Tarantola, B Valette Reviews of Geophysics 20 (2), 219-232, 1982 | 2513 | 1982 |
Inverse problems= quest for information A Tarantola, B Valette Journal of geophysics 50 (1), 159-170, 1982 | 1508 | 1982 |
Monte Carlo sampling of solutions to inverse problems K Mosegaard, A Tarantola Journal of Geophysical Research: Solid Earth 100 (B7), 12431-12447, 1995 | 1507 | 1995 |
A strategy for nonlinear elastic inversion of seismic reflection data A Tarantola Geophysics 51 (10), 1893-1903, 1986 | 1260 | 1986 |
Two-dimensional nonlinear inversion of seismic waveforms: Numerical results O Gauthier, J Virieux, A Tarantola geophysics 51 (7), 1387-1403, 1986 | 865 | 1986 |
Linearized inversion of seismic reflection data A Tarantola Geophysical prospecting 32 (6), 998-1015, 1984 | 599 | 1984 |
Robust elastic nonlinear waveform inversion: Application to real data E Crase, A Pica, M Noble, J McDonald, A Tarantola Geophysics 55 (5), 527-538, 1990 | 507 | 1990 |
Theoretical background for the inversion of seismic waveforms, including elasticity and attenuation A Tarantola Scattering and attenuations of seismic waves, part i, 365-399, 1988 | 484 | 1988 |
Popper, Bayes and the inverse problem A Tarantola Nature physics 2 (8), 492-494, 2006 | 366 | 2006 |
Nonlinear inversion of seismic reflection data in a laterally invariant medium A Pica, JP Diet, A Tarantola Geophysics 55 (3), 284-292, 1990 | 359 | 1990 |
Inversion of field data in fault tectonics to obtain the regional stress—I. Single phase fault populations: a new method of computing the stress tensor J Angelier, A Tarantola, B Valette, S Manoussis Geophysical Journal International 69 (3), 607-621, 1982 | 343 | 1982 |
A logarithmic equation of state JP Poirier, A Tarantola Physics of the Earth and Planetary Interiors 109 (1-2), 1-8, 1998 | 332 | 1998 |
Probabilistic approach to inverse problems K Mosegaard, A Tarantola International Geophysics Series 81 (A), 237-268, 2002 | 278 | 2002 |
Neural networks and inversion of seismic data G Röth, A Tarantola Journal of Geophysical Research: Solid Earth 99 (B4), 6753-6768, 1994 | 265* | 1994 |
Wavelengths of earth structures that can be resolved from seismic reflection data M Jannane, W Beydoun, E Crase, D Cao, Z Koren, E Landa, M Mendes, ... Geophysics 54 (7), 906-910, 1989 | 252 | 1989 |
Three-dimensional inversion without blocks A Tarantola, A Nercessian Geophysical Journal International 76 (2), 299-306, 1984 | 214 | 1984 |
Linear inverse Gaussian theory and geostatistics TM Hansen, AG Journel, A Tarantola, K Mosegaard Geophysics 71 (6), R101-R111, 2006 | 188 | 2006 |
Information on elastic parameters obtained from the amplitudes of reflected waves W Dȩbski, A Tarantola Geophysics 60 (5), 1426-1436, 1995 | 157 | 1995 |