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Perturbation of deep autoencoder weights for model compression and classification of tabular data
1Department of Computer Science, Tennessee State University, Nashville, TN 37209, United States.
This study introduces periodic weight perturbations for deep neural networks (DNNs), enhancing tabular data classification. This method achieves model compression and improved accuracy, outperforming traditional machine learning in many cases.
Area of Science:
- Machine Learning
- Deep Learning
- Data Science
Background:
- Fully connected deep neural networks (DNNs) suffer from redundant weights, leading to overfitting and high memory usage.
- DNNs often underperform traditional machine learning models in tabular data classification tasks.
Purpose of the Study:
- To propose a novel weight perturbation strategy for DNNs, focusing on self-supervised pre-training of deep autoencoders.
- To improve DNN performance and reduce model size for tabular data classification.
Main Methods:
- Implemented periodic weight perturbations (prune and regrow) during the self-supervised pre-training of deep autoencoders.
- Compared the proposed method against dropout learning and weight regularization (L1/L2).
- Evaluated performance on six diverse tabular data sets for downstream classification tasks.
Main Results:
- The proposed weight perturbation strategy outperformed dropout and regularization on four out of six tabular data sets.
- Achieved 15% to 40% sparsity, compressing pretrained models without performance loss, unlike traditional pruning.
- Pretrained deep autoencoders with weight perturbation surpassed traditional machine learning models in several tabular data classification scenarios.
Conclusions:
- Periodic weight perturbation is an effective method for DNN compression and performance enhancement in tabular data classification.
- The effectiveness of deep models on tabular data depends on variable characteristics; traditional models excel with uncorrelated variables.
- This approach offers a competitive alternative to traditional machine learning for specific tabular data challenges.
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