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Large scale analysis of generalization error in learning using margin based classification methods
We derive the asymptotic expression for the generalization error of a family of large-margin classifiers in the limit of both sample size $n$ and dimension $p$ going to $\infty$ with fixed ratio $\alpha=n/p$.
Large dimensional analysis of general margin based classification methods
Margin-based classifiers have been popular in both machine learning and statistics for classification problems.
SNAP: A semismooth Newton algorithm for pathwise optimization with optimal local convergence rate and oracle properties
We propose a semismooth Newton algorithm for pathwise optimization (SNAP) for the LASSO and Enet in sparse, high-dimensional linear regression.
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