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I demonstrate the difference in results obtained by cross-correlations
and non-stationary shaping filters on two simple examples:
firstly, a 1-D well-tie problem, and secondly a 2-D statistical
residual migration.
Both methods extend naturally to higher dimensions as well;
however, while the cost of the cross-correlation method is
proportional to the number of filter coefficients, Nf,
the cost of the shaping filter method is proportional to Nf2,
since the number of iterations depends on the number of filter
coefficients.
Next: One-dimensional well-ties
Up: Rickett: Shaping filters
Previous: Shaping filers on a
Stanford Exploration Project
4/27/2000