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[PAKDD 2022] Auxiliary Local Variables for Improving Regularization/Prior Approach in Continual Learning

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Auxiliary Local Variables for Improving Regularization/Prior Approach in Continual Learning

This repository contains the code for ALV. ALV is a method that can boost the performance of regularization-based methods in continual learning using novel auxiliary variables. The paper is published at PAKDD'22.

Table of content

Our contributions

  1. This work introduces a novel method based on Variational Dropout that adds auxiliary local variables for each task to the model in continual learning scenarios.

  2. ALV can be applied in both Bayesian and Deterministic architectures.

  3. We conducted various experiments to show that ALV can make standard methods approach the state-of-the-art results.

Experimental results

Experiment setup

We employ experiments on 5 popular datasets in continual learning: Split MNIST, Permuted MNIST, Split CIFAR100, Split CIFAR10/100, and Split Omniglot.

EWC, VCL and UCL are three baselines and compare ALV with w/o Dropout (without Dropout) and Dropout approaches.

Split MNIST and Permuted MNIST

  • Split MNIST
Method EWC VCL UCL
w/o Dropout 96.23 98.59 99.64
Dropout 97.65 98.42 99.61
ALV 99.79 98.67 99.73
  • Permuted MNIST
Method EWC VCL UCL
w/o Dropout 44.63 86.22 95.86
Dropout 91.97 86.05 95.94
ALV 92.22 87.96 96.37

Split CIFAR100 and Split CIFAR10/100

  • Split CIFAR100 CIFAR100

  • Split CIFAR10/100 CIFAR10_100

Split Omniglot

omniglot

Citation

More details can be found in our paper.

If you're using ALV in your research or applications, please cite using this BibTeX:

@inproceedings{van2022auxiliary,
  title={Auxiliary local variables for improving regularization/prior approach in continual learning},
  author={Van, Linh Ngo and Hai, Nam Le and Pham, Hoang and Than, Khoat},
  booktitle={Pacific-Asia Conference on Knowledge Discovery and Data Mining},
  pages={16--28},
  year={2022},
  organization={Springer}
}

Contact us

If you have any questions, comments or suggestions, please do not hesitate to contact us via nam.lh173264@gmail.com

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[PAKDD 2022] Auxiliary Local Variables for Improving Regularization/Prior Approach in Continual Learning

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