Bayesian linearized AVO inversion
By A. Buland, Henning Omre. 2003
834 citations recorded by the source corpus.
Subfields: Geophysics, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/5a9e8c023c8749241e4cd64c3dac97ae4194390a
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In Geophysics
In Mechanics of Materials
- B. Bankhead
- Mauricio D. Sacchi
- Daniel O. Pérez
- B. Russell
- Geir Nævdal
- Xiaodong Luo
- D. Velis
- T. Bhakta
Citations in the corpus
- AVO inversion and poroelasticity with P- and S-wave moduli (2012, methodology): “AVO INVERSION FOR P- AND S-WAVE MODULI AVO inversion can be implemented with a Bayesian scheme (Buland and Omre, 2003).”
- High-resolution prestack seismic inversion using a hybrid FISTA least-squares strategy (2013, methodology): “This has been explored in the context of Gaussian statistics (Downton and Lines, 2001, 2004; Buland and Omre, 2003) and using sparse priors derived from a multivariate Cauchy distribution (Alemie and Sacchi, 2011).”
- Simultaneous Inversion of Pre-stack Seismic Data (2005, methodology): “…Omre (1996), and build a new approach that allows us to invert directly for P-impedance (Z P =ρV P ), S-impedance (Z P =ρV P ), and density through a small reflectivity approximation similar to that of Buland and Omre (2003), and using constraints similar to those used by Simmons and Backus (1996).”
- Correlation-Based Adaptive Localization With Applications to Ensemble-Based 4D-Seismic History Matching (2018, methodology): “s used to calculate the reflection coefficient at an interface between two layers. For multi-layer cases, we need to calculate reflectivity series as a function of two-way travel time (see, for example, Buland and Omre, 2003; Mavko et al., 2009). Here, travel time is computed from the P-wave velocity a”