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A Gazdag routine passing the dot-product test
Jon F. Claerbout
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ABSTRACT
We examine differential equations of the form
and find the pair of conjugate operators relating
s
(
z
) and
u
(
z
=0). This leads up to a Gazdag subroutine that passes the dot-product test.
INTRODUCTION
THE DIFFERENTIAL EQUATION
REFERENCES
About this document ...
Stanford Exploration Project
11/17/1997
![[*]](http://sepwww.stanford.edu/latex2html/prev_gr.gif)
and find the pair of conjugate operators
relating s(z) and u(z=0).
This leads up to a Gazdag subroutine
that passes the dot-product test.