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DualTCN: A Physics-Constrained Temporal Convolutional Network for 2 Time-Domain Marine CSEM Inversion

Published 6 May 2026 in cs.LG | (2605.04997v1)

Abstract: DualTCN is the first deep-learning framework for inverting time-domain marine controlled-source electromagnetic (MCSEM) transient data. Moving away from traditional subsurface discretization, the framework regresses four earth-model parameters -- σ1σ_1, σ2σ_2, d1d_1, d2d_2 -- and reconstructs conductivity-depth profiles using a differentiable soft-step decoder. The optimized architecture (379K parameters) features a Temporal Convolutional Network (TCN) encoder paired with a late-time branch and an auxiliary seafloor-depth head. This design achieves a 25.3\% loss reduction over baseline models, with high predictive accuracy (R<sup>2</sup>=0.898R<sup>2</sup> = 0.898 for σ2σ_2) and an inversion speed of 3.5~ms per sample on an A100 GPU. The framework demonstrates high robustness to noise through curriculum-based amplitude augmentation, maintaining a mean Rˉ<sup>2\bar{R}<sup>2 of 0.858 at ±2%\pm2\% random amplitude error, compared to $0.363$ without augmentation. DualTCN generalizes effectively to three-layer extensions (seawater/resistive layer/basement), accurately resolving basement conductivity (R<sup>2</sup>0.88R<sup>2</sup> \approx 0.88), though thin-layer resolution remains a physical limitation (R<sup>2</sup>0.23R<sup>2</sup> \approx 0.23). In comparative benchmarks, DualTCN significantly outperforms traditional local optimization methods like Levenberg-Marquardt and L-BFGS-B, yielding a mean Rˉ<sup>2</sup>=0.877\bar{R}<sup>2</sup> = 0.877 versus 0.129-0.439 for multi-start baselines, while operating at up to 21,000×\times lower computational cost. Finally, the framework incorporates uncertainty quantification via Monte Carlo (MC) Dropout. While well-calibrated for σ1σ_1 (PICP90 = 0.944), inherent signal limitations at short offsets (200m) lead to under-coverage for d2d_2 (PICP90 = 0.572), which can be mitigated through post-hoc temperature scaling or split conformal prediction.

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