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Inverse Theory and Applications in Geophysics (Methods in Geochemistry and Geophysics), by Michael S. Zhdanov
Free Ebook Inverse Theory and Applications in Geophysics (Methods in Geochemistry and Geophysics), by Michael S. Zhdanov
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Geophysical Inverse Theory and Applications, Second Edition, brings together fundamental results developed by the Russian mathematical school in regularization theory and combines them with the related research in geophysical inversion carried out in the West. It presents a detailed exposition of the methods of regularized solution of inverse problems based on the ideas of Tikhonov regularization, and shows the different forms of their applications in both linear and nonlinear methods of geophysical inversion. It’s the first book of its kind to treat many kinds of inversion and imaging techniques in a unified mathematical manner.
The book is divided in five parts covering the foundations of the inversion theory and its applications to the solution of different geophysical inverse problems, including potential field, electromagnetic, and seismic methods. Unique in its focus on providing a link between the methods used in gravity, electromagnetic, and seismic imaging and inversion, it represents an exhaustive treatise on inversion theory.
Written by one of the world’s foremost experts, this work is widely recognized as the ultimate researcher’s reference on geophysical inverse theory and its practical scientific applications.
- Presents state-of-the-art geophysical inverse theory developed in modern mathematical terminology—the first to treat many kinds of inversion and imaging techniques in a unified mathematical way.
- Provides a critical link between the methods used in gravity, electromagnetic, and seismic imaging and inversion, and represents an exhaustive treatise on geophysical inversion theory.
- Features more than 300 illustrations, figures, charts and graphs to underscore key concepts.
- Reflects the latest developments in inversion theory and applications and captures the most significant changes in the field over the past decade.
- Sales Rank: #3868516 in eBooks
- Published on: 2015-07-15
- Released on: 2015-07-15
- Format: Kindle eBook
Review
"...will be very beneficial for graduate students in global geophysics and geophysical prospection, as well as utilized by professionals dealing with mathematical geophysics." --Pure and Applied Geophysics
About the Author
Michael S. Zhdanov is Professor of Geophysics in the Department of Geology and Geophysics at the University of Utah in Salt Lake City. Dr. Zhdanov is also Director of the Center of Electromagnetic Research at the same university. He has more than 30 years of experience in research and instruction in geophysical electromagnetic theory and he has authored more than 100 papers on the subject.
Most helpful customer reviews
0 of 0 people found the following review helpful.
Five Stars
By DR. Ravi Prakash
Excellent book for teaching inverse problems
0 of 1 people found the following review helpful.
My favorate book of geophysical inverse theory
By Lili Feng
You can find a lot of books about geophysical inverse problems, like Rick Aster's or John Scales'. Those books were design for geophysical applications thus does not focus on the mathematical background of the inverse theory. While there is also a huge number of inverse problem books written by mathematician, they may be too rigorous in math and too obscure to understand for geophysicists. This book perfectly serves as a bridge from mathematical inverse theory to geophysical application, it explains the pure math in an acceptable way with a lot of impressive geophysical examples. I love it!
0 of 0 people found the following review helpful.
This book contains a beautiful combination of math and geophysics
By afshin_aghayan
This book contains a beautiful combination of math and geophysics, you don't sense any parts of mathematic is redundant. It is very interesting that the seismic section gives you complete information about full waveform inversion that I have not found in any other books.
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