Analysis of ODE2VAE with Examples
Batuhan Koyuncu

TL;DR
This paper analyzes how the ODE2VAE deep generative model learns meaningful continuous latent representations of high-dimensional sequential physical data, demonstrating its ability to incorporate physics-guided inductive biases without supervision.
Contribution
The paper provides an analysis of the latent representations learned by ODE2VAE across physical motion datasets, highlighting the effects of physics-guided inductive bias in the model.
Findings
ODE2VAE learns meaningful latent representations without supervision.
The physics-guided inductive bias influences the learned dynamical representations.
The model effectively captures continuous latent dynamics in physical motion data.
Abstract
Deep generative models aim to learn underlying distributions that generate the observed data. Given the fact that the generative distribution may be complex and intractable, deep latent variable models use probabilistic frameworks to learn more expressive joint probability distributions over the data and their low-dimensional hidden variables. Learning complex probability distributions over sequential data without any supervision is a difficult task for deep generative models. Ordinary Differential Equation Variational Auto-Encoder (ODE2VAE) is a deep latent variable model that aims to learn complex distributions over high-dimensional sequential data and their low-dimensional representations. ODE2VAE infers continuous latent dynamics of the high-dimensional input in a low-dimensional hierarchical latent space. The hierarchical organization of the continuous latent space embeds a…
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Taxonomy
TopicsSimulation Techniques and Applications · Anomaly Detection Techniques and Applications · Time Series Analysis and Forecasting
