Michael J. Tompkins, Ph.D.
Affiliations: | 2003 | University of Wisconsin, Madison, Madison, WI |
Area:
GeophysicsGoogle:
"Michael Tompkins"Mean distance: 5668
Parents
Sign in to add mentor| David L. Alumbaugh | grad student | 2003 | UW Madison | |
| (Quantitative analysis of multi-component borehole electromagnetic induction responses using anisotropic forward modeling and inversion.) | ||||
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Publications
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| Azevedo L, Tompkins MJ, Mukerji T. (2016) Regularized sparse-grid geometric sampling for uncertainty analysis in non-linear inverse problems Geophysical Prospecting. 64: 320-334 |
| Lee J, Mukerji T, Tompkins M. (2013) Statistical integration of time-lapse seismic and electromagnetic data with a PDF upscaling method using multi-point geostatistics Seg Technical Program Expanded Abstracts |
| Tompkins MJ. (2013) A General Stochastic Inversion Framework for Geophysical Problems Seg Technical Program Expanded Abstracts |
| Tompkins MJ, Fernández Martínez JL, Fernández Muñiz Z. (2013) Comparison of sparse-grid geometric and random sampling methods in nonlinear inverse solution uncertainty estimation Geophysical Prospecting. 61: 28-41 |
| Azevedo L, Tompkins MJ, Mukerji T. (2013) Regularized sparse-grid geometrical sampling for uncertainty assessment in nonlinear inverse problems - CSEM and Seismic 75th European Association of Geoscientists and Engineers Conference and Exhibition 2013 Incorporating Spe Europec 2013: Changing Frontiers. 3039-3043 |
| Chen J, Tompkins M, Zhang P, et al. (2012) Frequency-Domain EM Modeling of 3D Anisotropic Magnetic Permeability and Analytical Analysis Seg Technical Program Expanded Abstracts |
| Tompkins MJ. (2012) Efficient estimation of nonlinear posterior model covariances using maximally sparse cubature rules Geophysics. 77 |
| Fernández Martínez JL, Fernández Muñiz MZ, Tompkins MJ. (2012) On the topography of the cost functional in linear and nonlinear inverse problems Geophysics. 77 |
| Tompkins MJ, Fernández Martínez JL, Alumbaugh DL, et al. (2011) Scalable uncertainty estimation for nonlinear inverse problems using parameter reduction, constraint mapping, and geometric sampling: Marine controlled-source electromagnetic examples Geophysics. 76 |
| Tompkins MJ, Fernández Martínez JL, Fernández Muñiz Z. (2011) Marine electromagnetic inverse solution appraisal and uncertainty using model-derived basis functions and sparse geometric sampling Geophysical Prospecting. 59: 947-965 |