in theory

Part 2: Solving the equation

sergey@sep.stanford.edu

## ABSTRACTI consider an initial value problem for the offset continuation (OC) equation introduced in Part One of this paper (SEP-84). The solutions of this problem create integral-type OC operators in the time-space domain. Moving to the frequency-wavenumber and log-stretch domain, I compare the obtained operators with the well-known Fourier DMO operators. This comparison links the theory of DMO with the advanced theory of offset continuation. |

- Introduction
- THE CAUCHY PROBLEM
- THE INTEGRAL OPERATOR FOR OFFSET CONTINUATION
- OFFSET CONTINUATION AND DMO
- OFFSET CONTINUATION AND DMO IN THE LOG-STRETCH DOMAIN
- Conclusions
- Acknowledgments
- REFERENCES
- SOLVING THE CAUCHY PROBLEM
- THE KINEMATICS OF OFFSET CONTINUATION
- THE IMPULSE RESPONSE OF HALE'S DMO OPERATOR
- About this document ...

11/12/1997