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Sequential Neural Score Estimation: Likelihood-Free Inference with Conditional Score Based Diffusion Models

ICML 2024 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Score-based generative modeling analysis

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Proposes score-based diffusion SBI (NPSE) and a truncated sequential variant (TSNPSE) that trains a conditional score network on posterior scores and samples via probability-flow ODE, matching or beating SNPE-type baselines on benchmarks and a pyloric neuroscience model.

Problem

Simulation-based Bayesian inference with intractable likelihoods; existing sequential neural posterior methods rely on normalising flows, and sequential proposals create a mismatch that must be corrected.

Approach

Use a conditional score-based diffusion model trained by denoising posterior score matching to approximate the perturbed posterior score, sample via the reverse SDE or probability flow ODE, and make it sequential with truncated-prior proposals (HPR truncation) so no importance correction is needed.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use TSNPSE instead of other methodsPyloric simulator inference · Pyloricvalid summary statisticsHelped
Apply the SNPSE-A, SNPSE-B, or SNPSE-C correction instead of truncated proposalsSNPSE · Numerical SBI experimentsperformanceHurt

Surprising findings

Limitations

Experimental setup

Datasets: SBI benchmarks (SLCP, Lotka Volterra, and others) pyloric network simulator data

Benchmarks: SLCP Lotka Volterra eight sbibm benchmark tasks pyloric network

Metrics: C2ST percentage of valid summary statistics

Baselines: NPE SNPE-C TSNPE SNVI FMPE

Builds on: score-based generative modelling SNPE-C TSNPE FMPE probability flow ODE

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