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Research map / Probabilistic and scientific modeling / Uncertainty and Gaussian processes

Martingale Posterior Neural Processes

ICLR 2023 · Probabilistic and scientific modeling › Uncertainty and Gaussian processes · approach: Approximate inference in Bayesian neural networks · 0 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace a fixed-dimensional latent uncertainty representation with martingale-posterior uncertainty from generated pseudo contextsNeural Processes · 1D regression, RBF; image completion on MNIST, SVHN, and CelebAtarget or task log-likelihood: 0.515 -> 0.675; 0.706 -> 0.757; 2.796 -> 2.992; 2.134 -> 2.407Helped
Replace attention NP uncertainty with martingale-posterior uncertainty from generated pseudo contextsAttentive Neural Processes · 1D regression, RBF; image completion on MNIST, SVHN, and CelebAtarget or task log-likelihood: 0.850 -> 0.881; 0.793 -> 0.862; 3.405 -> 3.544; 2.833 -> 2.934Helped
Use martingale-posterior uncertainty from generated pseudo contextsMPNP · Predator-prey simulated datatask log-likelihood: 0.417 -> 0.500Helped
Use martingale-posterior uncertainty from generated pseudo contextsMPNP · Predator-prey real datatask log-likelihood: -2.868 -> -2.918Hurt
Generate pseudo-context representations rather than raw input dataMPNP and MPANP · Regression and image completion taskspredictive performanceHelped
Generate pseudo-context data directly in input spaceMPNP · Direct input generation experimentspredictive performanceHurt
Increase baseline encoder size to match the proposed model's parameter countCNP, NP, BNP, CANP, ANP, and BANP · 1D regression, RBF and Materntarget log-likelihoodNo clear effect

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