<p>The overall goal of the book is to provide access to the regularized solution of inverse problems relevant in geophysics without requiring more mathematical knowledge than is taught in undergraduate math courses for scientists and engineers. From abstract analysis only the concept of functions as
Deconvolution and Inverse Theory: Application to Geophysical Problems
β Scribed by VIJAY Dimri (Eds.)
- Publisher
- Academic Press, Elsevier
- Year
- 1992
- Leaves
- 234
- Series
- Methods in Geochemistry and Geophysics 29
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Table of Contents
Content:
Methods in Geochemistry and Geophysics
Page II
Front Matter
Page III
Copyright page
Page IV
Dedication
Page V
Foreword
Page VII
SVEN Treitel
Preface
Pages IX-XIII
VIJAY Dimri
Chapter 1 - Convolution
Pages 1-22
Chapter 2 - Deconvolution
Pages 23-47
Chapter 3 - Inverse Theory
Pages 49-79
Chapter 4 - Inversion and Deconvolution
Pages 81-91
Chapter 5 - Inversion of Reflection Seismic Data
Pages 93-123
Chapter 6 - Inversion of other Geophysical Data
Pages 125-160
Chapter 7 - Deconvolution of other Geophysical Data
Pages 161-184
Chapter 8 - Spectral Estimation
Pages 185-203
Appendix A - Multichannel Unimodular Constrained Filter
Pages 205-207
References
Pages 209-226
Subject Index
Pages 227-230
π SIMILAR VOLUMES
<p><p>The overall goal of the book is to provide access to the regularized solution of inverse problems relevant in geophysics without requiring more mathematical knowledge than is taught in undergraduate math courses for scientists and engineers. From abstract analysis only the concept of functions
This book presents state-of-the-art geophysical inverse theory developed in modern mathematical terminology. The book brings together fundamental results developed by the Russian mathematical school in regularization theory and combines them with the related research in geophysical inversion carried
This volume presents the proceedings of a workshop on Inverse Problems and Applications and a special session on Inverse Boundary Problems and Applications. Inverse problems arise in practical situations, such as medical imaging, exploration geophysics, and non-destructive evaluation where measureme