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Seismic erratic noise attenuation using unsupervised anomaly detection

Authors :
Woodon Jeong
Mohammed S. Almubarak
Constantinos Tsingas
Source :
Geophysical Prospecting. 69:1473-1486
Publication Year :
2021
Publisher :
Wiley, 2021.

Abstract

This study introduces a new attribute to identify seismic erratic noise, i.e. outlier, in the context of unsupervised anomaly detection and is defined as local outlier probabilities. The local outlier probabilities calculate scores of degrees of isolation, i.e. outlier‐ness, for each object in a data set, which represents how far an object is deviated from its surrounding objects. Since the local outlier probabilities combines a density‐based outlier detection method with a statistically oriented scheme, its scoring system provides regularized outlier‐ness, which is an outlier probability, to be used for making a binary decision to do inclusion or exclusion of an object; such a decision only requires a simple and straightforward threshold on a probability. Based on the binary decision that flags outliers versus non‐outliers, local outlier probabilities‐denoising workflows are developed by combining multiple steps to complete an application of the local outlier probabilities to attenuate seismic erratic noise. Higher stability and improved robustness in the detection and rejection of seismic erratic noise have been achieved by implementing moving windows and decision tree‐based processes. To avoid loss of useful signal energy, signal enhancement applications are additionally suggested. Numerical experiments on synthetic data investigate the applicability of the proposed algorithms to seismic erratic noise attenuation. Field data examples demonstrate the feasibility of a local outlier probabilities‐denoising application as an effective tool in seismic denoising portfolio.

Details

ISSN :
13652478 and 00168025
Volume :
69
Database :
OpenAIRE
Journal :
Geophysical Prospecting
Accession number :
edsair.doi...........4be0fdf3bfcc0f47850c6b10b4b62f15
Full Text :
https://doi.org/10.1111/1365-2478.13123