Random projection, margins, kernels, and feature-selection
author:
Avrim Blum,
Carnegie Mellon University
Description
Random projection is a simple technique that can often provide insight into questions such as "why is it good to have a large margin?" or "what are kernels really doing and how are they similar to feature selection?" In this talk I will describe some simple learning algorithms using random projection. I will then discuss how, given a kernel as a black-box function, we can use various forms of random projection to extract an explicit small feature space that captures much of the power of the given kernel function.
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| Slides | |
| 0:01 | Random projection, margins, kernels, and feature-selection |
| 1:28 | Random Projection |
| 2:19 | Random Projection |
| 3:52 | Uses in approximation algorithms |
| 5:37 | Basic Supervised learning setting |
| 6:39 | Margins |
| 9:08 | JL Lemma |
| 10:00 | JL Lemma |
| 14:02 | JL Lemma, cont |
| 15:43 | Random projection and margins |
| 18:18 | Random projection and margins |
| 19:57 | Random projection and margins |
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