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

A Contrastive Divergence for Combining Variational Inference and MCMC

ICML 2019 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Variational inference theory and gradients · 23 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Optimize the amortized variational parameters with VCD instead of Standard KLBayesian logistic matrix factorization · MNISTaverage test log-likelihood: -111.20 -> -101.26Helped
Optimize the amortized variational parameters with VCD instead of Amortized MCMCBayesian logistic matrix factorization · MNISTaverage test log-likelihood: -103.61 -> -101.26Helped
Optimize the amortized variational parameters with VCD instead of Standard KLBayesian logistic matrix factorization · Fashion-MNISTaverage test log-likelihood: -127.43 -> -121.11Helped
Optimize the amortized variational parameters with VCD instead of Amortized MCMCBayesian logistic matrix factorization · Fashion-MNISTaverage test log-likelihood: -121.86 -> -121.11Helped
Optimize the amortized variational parameters with VCD instead of Standard KLVAE · MNISTaverage test log-likelihood: -98.46 -> -95.86Helped
Optimize the amortized variational parameters with VCD instead of Amortized MCMCVAE · MNISTaverage test log-likelihood: -96.23 -> -95.86Helped
Optimize the amortized variational parameters with VCD instead of Standard KLVAE · Fashion-MNISTaverage test log-likelihood: -124.63 -> -117.65Helped
Optimize the amortized variational parameters with VCD instead of Amortized MCMCVAE · Fashion-MNISTaverage test log-likelihood: -117.74 -> -117.65Helped
Increase the number of HMC stepsVCD-trained VAE · MNIST and Fashion-MNISTaverage test log-likelihoodHelped

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