![Microlocal analysis / Geophysical imaging / Inverse problems / Pseudo-differential operator / Inverse scattering problem / Reflection seismology / Fourier integral operator / Inverse / Radon transform / Mathematical analysis / Partial differential equations / Harmonic analysis Microlocal analysis / Geophysical imaging / Inverse problems / Pseudo-differential operator / Inverse scattering problem / Reflection seismology / Fourier integral operator / Inverse / Radon transform / Mathematical analysis / Partial differential equations / Harmonic analysis](https://www.pdfsearch.io/img/c6ce96f03ad252cd3c5a482d09c1bcc7.jpg) Date: 2007-12-17 17:38:26Microlocal analysis Geophysical imaging Inverse problems Pseudo-differential operator Inverse scattering problem Reflection seismology Fourier integral operator Inverse Radon transform Mathematical analysis Partial differential equations Harmonic analysis | | References: Cohen, J. K. and Bleistein, N.: An inverse method for determining small variations in propagation speed, SIAM J. Appl. Math. 32, 1977, pp[removed]Rakesh: A linearized inverse problem for the wave equation, Add to Reading ListSource URL: www.trip.caam.rice.eduDownload Document from Source Website File Size: 39,43 KBShare Document on Facebook
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