Generalization Error under Covariate Shift Input-Dependent Estimation of Generalization Error under Covariate Shift
author:
Klaus-Robert Müller,
Fraunhofer FIRST
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| Slides | |
| 0:00 | Input-Dependent Estimation of Generalization Error under Covariate Shift |
| 3:25 | Overview Overview |
| 3:42 | Selection Model Selection |
| 4:10 | Ideal Model Selection |
| 4:48 | Practical Model Selection |
| 5:23 | Two Approaches to Estimating Generalization Error (1) |
| 6:47 | Two Approaches to Estimating Generalization Error (2) |
| 7:00 | Popular Choices of Generalization Measure |
| 7:44 | Concerns in Existing Methods |
| 9:18 | Our Interests |
| 10:01 | Our Generalization Measure |
| 10:44 | Expected Generalization Error |
| 12:12 | Bias / Variance Decomposition |
| 13:09 | Tricks for Estimating Bias |
| 14:22 | Unbiased Estimator of Bias |
| 15:39 | Subspace Information Criterion |
| 16:32 | Obtaining Unbiased Estimate |
| 16:41 | Preparation for Covariate Shift setting: Standard Regression Problem |
| 17:26 | Training Input Distribution |
| 17:42 | Covariate Shift |
| 19:32 | Ordinary Least Squares |
| 20:28 | Weighted Least Squares |
| 23:55 | Weighted Least Squares |
| 24:43 | Generalization Error Estimation |
| 25:30 | Setting |
| 26:28 | Decomposition |
| 26:47 | Orthogonal Decomposition of |
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