Research map / Probabilistic and scientific modeling / Variational and generative sampling
Gaussian Process Conditional Density Estimation
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Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use GP-CDE instead of C-KDE | Conditional density estimation · Manhattan taxi drop-offs, 1K training points | NLPP: 2.40 -> 2.31 | Helped |
| Use GP-CDE instead of C-KDE | Conditional density estimation · Manhattan taxi drop-offs, 5K training points | NLPP: 2.38 -> 2.22 | Helped |
| Use MDN-50 instead of GP-CDE | Conditional density estimation · Manhattan taxi drop-offs, 1M training points | NLPP: 2.13 -> 1.97 | Helped |
| Use GP-CDE instead of CVAE | Image density estimation · MNIST, 2 images per class | Test log-likelihood, optimized σ²: \text{-}1296.63 -> 74.01 | Helped |
| Use CVAE instead of GP-CDE | Image density estimation · MNIST, 512 images per class | Test log-likelihood, optimized σ²: 124.2 -> 244.88 | Helped |
| Use natural gradients instead of Adam for variational parameters (ablation) | Unconditional GP-LVM · 100 MNIST '1' digits | Test log-likelihood: -0.13 -> 1.02 | Helped |
| Use the analytically optimal free-form latent posterior instead of Gaussian q(w) (ablation) | GP-CDE · 10 UCI regression datasets | Test log-likelihood | Helped |
| Use natural gradients instead of ordinary gradients for GP variational parameters (ablation) | GP-CDE inference · Mini-batched training with uncertain inputs | Optimization performance | Helped |
| Condition the density estimator on pick-up location and time instead of ignoring conditions | KDE · Manhattan taxi drop-offs | NLPP | Helped |
| Remove the condition inputs (ablation) | GP-CDE, yielding GP-LVM · Manhattan taxi drop-offs | NLPP: 2.31 vs 2.61; 2.22 vs 2.52; 2.13 vs 2.43 | Hurt |
| Remove the latent variables (ablation) | GP-CDE, yielding GP regression · Manhattan taxi drop-offs | NLPP: 2.31 vs 2.68; 2.22 vs 2.67; 2.13 vs 2.67 | Hurt |
Closest papers by meaning
- Deconvolutional Density Network: Modeling Free-Form Conditional Distributions (AAAI 2022 · similarity 0.87)
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