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

Disentangling Disentanglement in Variational Autoencoders

ICML 2019 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Structured latent VAEs · 51 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace the isotropic Gaussian prior with a non-isotropic Gaussian priorβ-VAE on 2D Shapes · 2D Shapesdisentanglement metricHelped
Learn the non-isotropic prior varianceβ-VAE with non-isotropic Gaussian prior · 2D Shapesdisentanglement metricHelped
Replace the isotropic Gaussian prior with a product Student-t priorβ-VAE · 2D Shapesdisentanglement metricHelped
Reduce the Student-t degrees of freedom to very low values (ablation)β-VAE with product Student-t prior · 2D Shapesdisentanglement metricMixed
Increase β while retaining an isotropic Gaussian prior (ablation)β-VAE · 2D Shapesdisentanglement metricNo clear effect
Increase β (ablation)Lα,β with four-component Gaussian mixture prior · Pinwheellatent overlapHelped
Increase β too far (ablation)Lα,β with four-component Gaussian mixture prior · Pinwheelmeaningfulness of datapoint encodingsHurt
Increase α (ablation)Lα,β with four-component Gaussian mixture prior · Pinwheelaggregate posterior-prior matchHelped
Replace a Gaussian prior (γ=0) with the sparse prior (γ=0.8) (ablation)Lα,β on Fashion-MNIST · Fashion-MNISTHoyer sparsityHelped
Add aggregate-posterior regularization (α>0) (ablation)Lα,β with sparse prior · Fashion-MNISTHoyer sparsityHelped
Increase α to large values (ablation)Lα,β with sparse prior · Fashion-MNISTreconstructionHurt
Set β too low or too high (ablation)Lα,β with sparse prior · Fashion-MNISTHoyer sparsityHurt

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