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Generative Conformal Prediction with Optimized Coverage Allocation

NeurIPS 2026 · Learning theory and algorithms › Prediction and decision losses · approach: Conformal prediction sets

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Proposes ORCA, a three-stage generative conformal prediction method that ranks generated samples by averaged m-NN density, allocates rank-dependent coverage radii via a MILP-based optimization, and calibrates with split conformal to obtain smaller valid uncertainty sets.

Problem

Conformal prediction often yields overly conservative uncertainty sets when the conditional distribution is multimodal or heterogeneous, due to limited model expressiveness and simplistic nonconformity scores.

Approach

Use samples from a generative model, rank them by local density (averaged m-NN distance), keep a full rank-dependent distance vector instead of a scalar score, and choose per-rank radii by solving a volume-minimizing coverage allocation problem (exact MILP, with LP and greedy approximations) before split-conformal calibration.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Circles Moon S-shape Spiral Roll Mixture Gaussian MNIST Blog Feedback Facebook Comment Volume (Fb1) Facebook Comment Volume (Fb2) MEPS Protein Structure

Benchmarks: Circles Moon S-shape Spiral Roll Mixture Gaussian MNIST Blog Feedback Facebook Comment Volume (Fb1) Facebook Comment Volume (Fb2) MEPS Protein Structure

Metrics: marginal coverage worst-slab conditional coverage prediction set efficiency (average set size) off-class rate

Baselines: CQR CHR DCP DistSplit CDSplit PCP CRD R2CCP

Builds on: Probabilistic Conformal Prediction Conformalized Quantile Regression Conformal Histogram Regression Covariance-weighted conformal prediction

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