Latent space configuration for improved generalization in supervised autoencoder neural networks
Nikita Gabdullin

TL;DR
This paper introduces methods to control the topology of the latent space in supervised autoencoders, enhancing interpretability, stability, and generalization for tasks like classification and similarity estimation across datasets.
Contribution
It proposes two novel methods for configuring the latent space topology in supervised autoencoders, improving stability, interpretability, and cross-dataset generalization.
Findings
Latent space configuration improves classification accuracy.
Enhanced stability and interpretability in training.
Effective cross-dataset and text-based similarity estimation.
Abstract
Autoencoders (AE) are simple yet powerful class of neural networks that compress data by projecting input into low-dimensional latent space (LS). Whereas LS is formed according to the loss function minimization during training, its properties and topology are not controlled directly. In this paper we focus on AE LS properties and propose two methods for obtaining LS with desired topology, called LS configuration. The proposed methods include loss configuration using a geometric loss term that acts directly in LS, and encoder configuration. We show that the former allows to reliably obtain LS with desired configuration by defining the positions and shapes of LS clusters for supervised AE (SAE). Knowing LS configuration allows to define similarity measure in LS to predict labels or estimate similarity for multiple inputs without using decoders or classifiers. We also show that this leads…
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Taxonomy
TopicsNeural Networks and Applications
MethodsFocus · Autoencoders
