Rami Nammour, Ph.D.
Affiliations: | 2011 | Rice University, Houston, TX |
Area:
Applied Mathematics, GeophysicsGoogle:
"Rami Nammour"Mean distance: (not calculated yet)
Parents
Sign in to add mentor| William W. Symes | grad student | 2011 | Rice University | |
| (Approximate Multi-Parameter Inverse Scattering Using Pseudodifferential Scaling.) | ||||
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Publications
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| Huang G, Nammour R, Symes WW, et al. (2019) Waveform inversion via source extension Seg Technical Program Expanded Abstracts |
| Huang G, Nammour R, Symes WW. (2018) Source-independent extended waveform inversion based on space-time source extension: Frequency-domain implementationSource-independent EWI Geophysics. 83 |
| Huang G, Nammour R, Symes WW. (2018) Volume Source based Extended Waveform Inversion Geophysics. 83 |
| Huang G, Nammour R, Symes W. (2017) Full-waveform inversion via source-receiver extension Geophysics. 82: 153-171 |
| Huang G, Symes W, Nammour R. (2016) Matched source waveform inversion: Volume extension Seg Technical Program Expanded Abstracts |
| Huang G, Symes W, Nammour R. (2016) Matched source waveform inversion: Space-time extension Seg Technical Program Expanded Abstracts |
| Huang Y, Nammour R, Symes W. (2016) Flexibly preconditioned extended least-squares migration in shot-record domain Geophysics. 81 |
| Nammour R. (2014) Decoupled Linearized Inversion in Variable Density Acoustics : Cramer's Rule and Phase-Space Scaling Seg Technical Program Expanded Abstracts |
| Nammour R, Symes W. (2011) Approximate multi-parameter inverse scattering: Cramer's rule and phase space scaling Seg Technical Program Expanded Abstracts. 30: 2711-2716 |
| Nammour R, Symes WW. (2011) Multiparameter inversion: Cramer's rule for pseudodifferential operators International Journal of Geophysics. 2011 |