Research Area: seismic inverse problems, modelling, imaging, downward extrapolation
About me: I graduated from Rensselaer Polytechnic Institute with a Ph.D. in Mathematics and M.Sc. in Applied Mathematics. My area of study and research was inverse problems in PDEs. After graduation I worked for two years on the High Performance Computing project for Geophysical Applications at Memorial University as a postdoc, concentrating on imaging and sharp boundary recovery for mineral exploration applications and global optimization applications in geophysics. I've been with SLIM since September 2013 working mostly on full waveform inversion.
About me: I graduated from Rensselaer Polytechnic Institute with a Ph.D. in Mathematics and M.Sc. in Applied Mathematics. My area of study and research was inverse problems in PDEs. After graduation I worked for two years on the High Performance Computing project for Geophysical Applications at Memorial University as a postdoc, concentrating on imaging and sharp boundary recovery for mineral exploration applications and global optimization applications in geophysics. I've been with SLIM since September 2013 working mostly on full waveform inversion.
-
, “Randomized HSS acceleration for full-wave-equation depth stepping migration”, in SEG Technical Program Expanded Abstracts, 2014, pp. 3752-3756.
-
, “Application of matrix square root and its inverse to downward wavefield extrapolation”, in EAGE Annual Conference Proceedings, 2014.
-
, “Exploring applications of depth stepping in seismic inverse problems”, SINBAD Spring consortium talks. SINBAD, 2014.
-
, “Imaging with hierarchical semi separable matrices”, SINBAD Fall consortium talks. SINBAD, 2013.