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Research map / Probabilistic and scientific modeling / Variational and generative sampling

Parameter elimination in particle Gibbs sampling

NeurIPS 2019 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Stochastic gradient MCMC · 4 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Marginalize conjugate parameters from the state updatePGAS · Nonlinear SSM, T=150autocorrelationHelped
Increase particle countPGAS · Nonlinear SSM, T=150autocorrelationMixed
Marginalize conjugate parameters from the state updatePG · Toy nonlinear SSM, T=250autocorrelationHelped
Use ancestor samplingPG · Toy nonlinear SSM, T=250autocorrelationHelped
Marginalize conjugate parameters from the state updatePGAS · Toy nonlinear SSM, T=250autocorrelationHelped
Use ancestor samplingPG · Vector-borne disease model, Yap outbreakautocorrelationNo clear effect
Marginalize conjugate parameters from the state updatePG · Vector-borne disease model, Yap outbreakautocorrelationHelped
Use blocking, with the first block updated by cSMC and the second by mcSMC (ablation)mPGAS · Nonlinear SSM with diffuse process-noise priorstate update frequencyHelped
Marginalize parameters with a diffuse prior without blocking (ablation)mPGAS · Nonlinear SSM with diffuse process-noise priorstate update frequencyHurt
Marginalize parameters in the state updatePG · Nonlinear SSM, N=500runtime: 1231.5s -> 1430.7sHurt
Marginalize parameters in the state updatePGAS · Nonlinear SSM, N=500runtime: 1260.7s -> 1566.1sHurt

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