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Theory and Evaluation Metrics for Learning Disentangled Representations

ICLR 2020 · Label-efficient and robust learning › Recognition and long-tail · approach: Contrastive representation theory · 43 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use FactorVAE instead of β-VAE or AAERepresentation learning · dSprites scale, Pos X, and Pos YRMIG: Scale: 0.1533 -> 0.7139 (β-VAE); Pos X: 0.4127 -> 0.7198 (β-VAE); Pos Y: 0.4193 -> 0.7256 (β-VAE)Helped
Use FactorVAE instead of β-VAE or AAERepresentation learning · dSpritesJEMMIG: Shape: 0.8642 -> 0.6841 (β-VAE); Scale: 0.8087 -> 0.3422 (β-VAE); Rotation: 0.9199 -> 0.7204 (β-VAE); Pos X: 0.5629 -> 0Helped
Increase β in β-VAEβ-VAE · FactorVAE and β-VAE experimentsinformativenessHurt
Increase the FactorVAE TC-loss weightFactorVAE · FactorVAE experimentsI(z_i,z_≠i)No clear effect
Set β=10β-VAE · FactorVAE and β-VAE experimentsWSEPIN and SEPIN@3Helped
Use FactorVAE instead of β-VAERepresentation learning · CelebAinterpretability (RMIG and JEMMIG)Helped
Use more than 200 quantization bins (ablation)RMIG evaluation · Metric bin-count sensitivityRMIG stabilityNo clear effect
Increase the quantization bin count (ablation)JEMMIG evaluation · Metric bin-count sensitivityJEMMIGHurt
Increase the number of samples used for estimation (ablation)Sampling-based metrics · dSpritesJEMMIG and WSEPINNo clear effect
Increase the number of latent variables (ablation)β-VAE with β=10 · High-dimensional latent evaluationWSEPIN stabilityHurt

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