
Reparameterization Tricks: Variance Reduction by Smarter Gradients
It works by moving randomness outside the computation graph and turns an awkward gradient of an expectation into an ordinary chain-rule derivative.A VAE is a generative model. An encoder maps input data xto a distribution over a latent variable z, while a decoder maps a sampled z back to a reconstruction of x. What makes it trainable is its objective, the ELBO (Evidence Lower Bound) i.e., a tractable stand-in for the true (intractable) data likelihood, made up of a reconstruction term and a term that regularizes the latent distribution toward a simple prior.
- ▪It works by moving randomness outside the computation graph and turns an awkward gradient of an expectation into an ordinary chain-rule derivative.A VAE is a generative model.
- ▪An encoder maps input data xto a distribution over a latent variable z, while a decoder maps a sampled z back to a reconstruction of x.
- ▪What makes it trainable is its objective, the ELBO (Evidence Lower Bound) i.e., a tractable stand-in for the true (intractable) data likelihood, made up of a reconstruction term and a term that regularizes the latent distribution toward a s
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| Original publisher | Towards Data Science |
| Canonical URL | https://towardsdatascience.com/reparameterization-tricks-variance-reduction-by-smarter-gradients/ |
| Publication time | Tue, 15 Sep 2026 15:30:02 GMT |
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Machine LearningReparameterization Tricks: Variance Reduction by Smarter GradientsHow moving randomness outside the computation graph turns noisy gradient estimators into low-variance, differentiable onesAnanya BhattacharyyaSeptember 15, 20269 min readGenerated by AI toolThe reparameterization trick is what makes Variational Autoencoders (VAEs) trainable with standard stochastic gradient descent. It works by moving randomness outside the computation graph and turns an awkward gradient of an expectation into an ordinary chain-rule derivative.A VAE is a generative model. An encoder maps input data xto a distribution over a latent variable z, while a decoder maps a sampled z back to a reconstruction of x.
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