arXiv:2011.02271
공식 코드 · Papers with Code
Quantized Variational Inference
원문 초록
We present Quantized Variational Inference, a new algorithm for Evidence Lower Bound maximization. We show how Optimal Voronoi Tesselation produces variance free gradients for ELBO optimization at the cost of introducing asymptotically decaying bias. Subsequently, we propose a Richardson extrapolation type method to improve the asymptotic bound. We show that using the Quantized Variational Inference framework leads to fast convergence for both score function and the reparametrized gradient estimator at a comparable computational cost. Finally, we propose several experiments to assess the performance of our method and its limitations.
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Interpretable Bayesian Tensor Network Kernel Machines with Automatic Rank and Feature Selection
Scalable Bayesian Low-Rank Adaptation of Large Language Models via Stochastic Variational Subspace Inference
Variational Inference with Mixtures of Isotropic Gaussians
Amortized variational transdimensional inference
Synonymous Variational Inference for Perceptual Image Compression
Bayesian Meta-Reinforcement Learning with Laplace Variational Recurrent Networks
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