2012

Convolutional neural Networks Applied to House Numbers Digit Classification

P. Sermanet, S. Chintala, Yann Lecun

citations

Cite Score

32

AI summary

This paper introduces a convolutional neural network (ConvNet) architecture that uses multi-stage features and Lp pooling, achieving a state-of-the-art accuracy of 94.85% on the SVHN dataset, and analyzes the benefits of different pooling methods and multi-stage features in ConvNets.

Main Contributions

  • Introduces a ConvNet architecture for classifying digits of real-world house numbers.
  • Achieves a new state-of-the-art accuracy of 94.85% on the SVHN dataset using multi-stage features and Lp pooling.
  • Analyzes the benefits of different pooling methods and multi-stage features in ConvNets.
  • Demonstrates the advantage of Lp pooling with 1 < p < ∞ on the SVHN dataset.
  • Shows that multi-stage features provide a slight increase in performance compared to other vision applications.

Abstract

We classify digits of real-world house numbers using convolutional neural networks (ConvNets). ConvNets are hierarchical feature learning neural networks whose structure is biologically inspired. Unlike many popular vision approaches that are hand-designed, ConvNets can automatically learn a unique set of features optimized for a given task. We augmented the traditional ConvNet architecture by learning multi-stage features and by using Lp pooling and establish a new state-of-the-art of 94.85% accuracy on the SVHN dataset (45.2% error improvement). Furthermore, we analyze the benefits of different pooling methods and multi-stage features in ConvNets. The source code and a tutorial are available at eblearn.sf.net.

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