Statistical Learning Theory
author:
John Shawe-Taylor,
University of London
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| Slides | |
| 1:06 | Basic Statistical Learning Theory |
| 5:26 | STRUCTURE |
| 7:41 | Aim: |
| 8:25 | What won't be included |
| 9:37 | Theories of learning |
| 11:52 | Theories of learning cont. |
| 13:43 | General statistical considerations |
| 15:41 | General statistical considerations cont. |
| 17:57 | Generalisation of a learner |
| 20:07 | Generalisation of a learner, |
| 21:21 | Generalisation of a learner. |
| 28:02 | Generalisation of a learner,. |
| 29:00 | Example of Generalisation I |
| 30:15 | Example of Generalisation II |
| 32:21 | Example of Generalisation III |
| 34:06 | Error distribution: full dataset |
| 34:29 | Error distribution: dataset size: 342 |
| 35:19 | Error distribution: dataset size: 273 |
| 35:23 | Error distribution: dataset size: 205 |
| 35:29 | Error distribution: dataset size: 137 |
| 35:45 | Error distribution: dataset size: 68 |
| 36:00 | Error distribution: dataset size: 34 |
| 36:06 | Error disribution: dataset size: 27 |
| 36:08 | Error distribution: dataset size:20 |
| 36:34 | Error distribution: dataset size: 14 |
| 36:38 | Error distribution: dataset size: 7 |
| 36:42 | Bayes risk and consistency |
| 39:25 | Expected versus confident bounds |
| 40:12 | Expected versus confident bounds cont. |
| 40:38 | Error distribution: dataset size: 7. |
| 41:51 | Error distribution: dataset size: 14. |
| 42:10 | Expected versus confident bounds cont.. |
| 43:53 | Probability of being misled in classification |
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In slide 24, the rhs of the second equation is the expected loss using the Bayes risk