T187 Mathematics, Statistics, and Machine Learning in the Geosciences. How Can We Solve Today’s Challenges through Data Mining and Artificial Intelligence?
Tuesday, 11 October 2022
1:30 PM - 5:30 PM
502
GEOPHYSICS GUIDED DEEP IMPUTATION NETWORKS FOR PREDICTING 3D GEOSPATIAL DATA
Paper number: T187-7
Program: Technical Sessions
Time: 2:55 PM – 3:10 PM
Authors
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Elizabeth BruceColorado School of Mines, Golden, CO
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Hua WangColorado School of Mines, Golden, CO
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Yaoguo LiColorado School of Mines, Golden, CO
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Thomas MoneckeColorado School of Mines, Golden, CO
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Erik WestmanVirginia Tech, Blacksburg, VA
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Kathi DilworthSkeena Resources Ltd., Vancouver, BC
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Tim McLennanA Bentley company, Christchurch
Abstract
We propose a novel interpolation model using the Convolutional Generative Adversarial Imputation Network (CGAIN) with low-rank and spatial smoothness regularizations. In addition to using the generator and discriminator of CGAIN to produce imputation from incomplete input data, the hinter component extracts the information from the auxiliary geophysical data and provides it to discriminator. As a result, the discriminator can better guide the generator to produce estimations to missing data by utilizing the geophysical information. The imputed 3D data is filtered by plausibility score thresholds, which are post-processed by the low-rank spatial consistency tensor completion method to discover the spatial continuity of mineral distribution. The proposed CGAIN is fully flexible for incorporating auxiliary information collected from the multiple sources, thereby expanding its applicability to the various application scenarios in mineral exploration. We have applied the proposed CGAIN on imputing drill-hole data collected from a volcanogenic massive sulfide deposit in British Columbia, Canada. We utilize the conductivity, chargeability, and magnetic susceptibility model as the hinting information to indicate possible areas of mineralization. The three geophysical models are derived respectively from 3D inversions of DC resistivity, induced polarization, and full tensor magnetic gradiometer data. In our experiments, we observe that the imputation performance is improved by integrating geophysical data.
Geological Society of America Abstracts with Programs. Vol. 54, No. 6
doi: 10.1130/abs/2022AM-383618
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