2015

Inferring Algorithmic Patterns With Stack-Augmented Recurrent Nets

Armand Joulin, Tomas Mikolov

citations

Cite Score

22

AI summary

This paper introduces Stack-Augmented Recurrent Nets, a model that extends recurrent networks with structured memory (pushdown stack, list) and learnable controllers, and shows that the approach can infer algorithmic patterns from sequential data.

Main Contributions

  • Introduces stack-augmented recurrent networks with multiplicative gating mechanisms as learnable controllers over the memory.
  • Shows that the model can operate as if it was performing simple read and write operations, such as PUSH or POP for a stack.
  • The model is able to learn regularities in sequences of symbols as algorithmic patterns.
  • The model can address algorithmic tasks such as memorization and binary addition.
  • The model achieves competitive results on the Penn Treebank corpus.

Abstract

Despite the recent achievements in machine learning, we are still very far from achieving real artificial intelligence. In this paper, we discuss the limitations of standard deep learning approaches and show that some of these limitations can be overcome by learning how to grow the complexity of a model in a structured way. Specifically, we study the simplest sequence prediction problems that are beyond the scope of what is learnable with standard recurrent networks, algorithmically generated sequences which can only be learned by models which have the capacity to count and to memorize sequences. We show that some basic algorithms can be learned from sequential data using a recurrent network associated with a trainable memory.

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