Abstract
ABSTRACTThe Karhunen‐Loéve transform, which optimally extracts coherent information from multichannel input data in a least‐squares sense, is used for two specific problems in seismic data processing.The first is the enhancement of stacked seismic sections by a reconstruction procedure which increases the signal‐to‐noise ratio by removing from the data that information which is incoherent trace‐to‐trace. The technique is demonstrated on synthetic data examples and works well on real data. The Karhunen‐Loéve transform is useful for data compression for the transmission and storage of stacked seismic data.The second problem is the suppression of multiples in CMP or CDP gathers. After moveout correction with the velocity associated with the multiples, the gather is reconstructed using the Karhunen‐Loéve procedure, and the information associated with the multiples omitted. Examples of this technique for synthetic and real data are presented.
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