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Probabilistic Data-Driven Modelling of Astrophysical Transients: The Neural Process Family for Ultrafast and Class-Agnostic Light Curve Reconstruction

NeurIPS 2026 · Probabilistic and scientific modeling › Uncertainty and Gaussian processes · approach: PAC-Bayes and decoupled GP learning

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Proposes NightLANP, an Attentive Neural Process meta-trained on 15 simulated transient classes to reconstruct sparse multi-band LSST-like light curves amortized in microseconds, outperforming GP and neural baselines on regression, peak recovery and calibration metrics.

Problem

Light curves from LSST-like surveys are sparse, irregular and multi-band, and standard interpolators (Gaussian Processes) need per-object kernel fitting and scale poorly, while neural interpolators are often miscalibrated.

Approach

Applies Attentive Neural Processes meta-learned across a class-agnostic population of simulated transients, using band-as-coordinate inputs, dynamic slicing and temporal re-zeroing, so one amortized model reconstructs all bands at inference without per-curve fitting.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: PLAsTiCC simulations (SNANA, RESSPECT high-cadence subset) LSST OpSims v5.1.1 cadence

Benchmarks: PLAsTiCC-derived held-out test set with 3,750 light curves under LSST OpSims cadence

Metrics: MSE MSSE MAPE MASE chi2 NRMSE_p NRMSE_o NLPD CRPS PICP

Baselines: Gaussian Process (GP) GP2 GP3 Bayesian Neural Network Normalizing Flow MLP (pytorch) MLP (sklearn)

Builds on: Attentive Neural Process Gaussian Process Conditional Neural Process Neural Process fulu

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