Student Theses

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Shih-Ying Hsu:
Efficacy Determination, Reference Velocity Sensitivity and Efficiency Advances for the Inverse Scattering Series Internal Multiple Removal
Xu Li:
I. Multi-Component Direct Non-Linear Inversion for Elastic Earth Properties Using the Inverse Scattering Series; II. Multi-Parameter Depth Imaging Using the Inverse Scattering Series
J. Eduardo Lira:
Compensating Reflected Seismic Primary Amplitudes for Elastic and Absorptive Transmission Losses When the Physical Properties of the Overburden are Unknown
Fang Liu:
Multi-Deminsional Depth Imaging Without An Adequate Velocity Model
Mozhdeh Niazmand:
An Inverse Scattering Approach to Attenuating Internal Multiple from Quasi-Elastic Ocean Bottom Data
Adriana Ramírez:
I. Inverse Scattering Subseries for Removal of Internal Multiples and Depth Imaging Primaries; II. Green's Theorem as the Foundation of Interferometry and Guiding New Practical Methods and Applications
Simon Shaw:
An Inverse Scattering Series Algorithm for Depth Imaging of Reflection Data from a Layered Acoustic Medium With an Unknown Velocity Model
Zhiqiang Wang:
Progressing Inverse Scattering Series Depth Imaging Without the Velocity Model for Large Contrast and Laterally Variable Media
Haiyan Zhang:
Direct Nonlinear Acoustic and Elastic Inversion: Towards Fundamental New Comprehensive and Realistic Target Identification
Jingfeng Zhang:
Wave Theory Based Data Preparation for Inverse Scattering Multiple Removal, Depth Imaging and Parameter Estimation: Analysis and Numerical Tests of Green's Theorem Deghosting Theory