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Sketching for Linear Algebra: Basics of Dimensionality Reduction and CountSketch I

Machine Learning seminar by David Woodruff, Carnegie Mellon University

Hosted by Simons Institute for the Theory of Computing

Monday 14:00–15:00 Los Angeles (GMT-7)

Recording available

Berkeley, California, USA

Recording

Abstract

This tutorial surveys nearly optimal algorithms for regression, low-rank approximation and related numerical problems. The central approach is sketch and solve: compress a large problem into a smaller representation, then apply an algorithm to that reduced problem. These techniques provide fast methods for fundamental machine-learning and numerical-linear-algebra tasks, with running times proportional to the number of nonzero entries in the input.

Topics

dimensionality reductionCountSketchrandomized sketchinglow-rank approximationregression

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