🤖 AI Summary
This study addresses the localization challenges in critical mineral discovery arising from positive-only samples, the absence of reliable negative examples, and ambiguous geological features by formulating target area prediction as conditional spatial distribution learning. Methodologically, it discards pseudo-negative strategies and instead leverages a UNet to extract multi-channel geophysical image features. Combined with a point-conditioned velocity prediction mechanism, conditional flow matching is employed to directly learn a two-dimensional pointwise transport field, effectively bridging dense grids with sparse supervision for mineralized point set generation. Experiments on both synthetic and real-world USGS datasets demonstrate that the proposed approach significantly improves the geometric consistency between predictions and observed mineral occurrences compared to baseline models, while effectively characterizing epistemic uncertainty.
📝 Abstract
Critical mineral discovery is a positive-only problem: deposits are observed as sparse locations, while unlabeled regions are not reliable negatives, and similar geophysical signatures can arise from different subsurface states. We therefore model mineral targeting as learning a conditional spatial distribution over occurrence locations, $π(p\mid d)$, given geo-images $d$, rather than predicting a deterministic per-pixel score map. We introduce GeoCFM, a conditional flow-matching model that generates mineral occurrence point sets conditioned on multi-channel geo-images; GeoCFM learns a point-wise transport field in $\mathbb{R}^2$, using UNet features with point-conditioned velocity prediction to bridge dense rasters and sparse supervision without pseudo-negatives. On a synthetic magnetics--geochemistry benchmark with latent activation and on USGS Earth MRI data with a spatially disjoint tile split, GeoCFM improves geometric agreement with observed occurrences over score-map and non-conditional baselines, while representing epistemic uncertainty through conditional sampling.