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Pretraining and the lasso
Erin Craig1, Mert Pilanci2, Thomas Le Menestrel3
1Department of Biomedical Data Science, Stanford University, Stanford, CA, USA.
Summary
Pre-training enhances machine learning models by transferring knowledge from large datasets. This study introduces lasso pre-training, improving coefficient estimation in smaller, related datasets for better scientific insights.
Area of Science:
- Statistics
- Machine Learning
- Data Science
Background:
- Pre-training is a machine learning technique that leverages knowledge from large datasets to improve model performance on smaller datasets.
- Common applications include fine-tuning deep neural networks for image classification tasks.
- The effectiveness of pre-training for regularization methods like the lasso has not been extensively explored.
Purpose of the Study:
- To investigate the utility of pre-training for the lasso regularization technique.
- To propose a novel framework for lasso pre-training and fine-tuning.
- To explore applications in stratified and multi-response models.
Main Methods:
- A framework is proposed where the lasso model is initially fit on a large dataset (pre-training).
- The pre-trained lasso model is then fine-tuned on a smaller, related dataset.
- The framework is applied to stratified models, estimating common and group-specific coefficients sequentially.
Main Results:
- Lasso pre-training demonstrates superior support recovery for common coefficients in stratified models compared to standard lasso.
- The fine-tuning approach allows for adaptation to smaller or related datasets, including subsets of the original data.
- Separating the estimation of common and individual coefficients enhances scientific interpretability.
Conclusions:
- Pre-training offers a valuable paradigm for enhancing lasso regression, particularly in scenarios with limited data or complex structures.
- The proposed lasso pre-training framework improves coefficient estimation and provides better scientific understanding.
- This approach has broad applicability in statistical modeling, including stratified and multi-response settings.
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