44 min
How abundant are good interpolators?
Machine Learning, Probability Theory and seminar by Ahmed El Alaoui, Cornell
Thursday 15:30 Los Angeles (GMT-7)
Recording available
Berkeley, United States
Recording
Abstract
Perfectly fitting the training data does not guarantee good generalization. For two idealized data distributions, this talk characterizes how frequently linear interpolating classifiers attain a given generalization error. Large-deviation and concentration results show why typical interpolators can perform worse than solutions reached by gradient descent and motivate the problem of sampling them.
Topics
training datageneralizationdata distributionslinear interpolating classifiersgeneralization errorLarge-deviationconcentration resultsinterpolatorsgradient descentsampling