Intrinsic bounds on the BH multiple comparison procedure
author:
Pierre Neuvial,
Universités Paris VI et VII
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| Slides | |
| 0:02 | Intrinsic bounds on the Benjamini Hochberg procedure |
| 0:53 | Goal : investigate two different MSHT problems |
| 1:57 | Outline |
| 2:31 | Outline |
| 2:35 | Motivation |
| 5:34 | Mixture model |
| 7:22 | Multiple comparison |
| 8:56 | FDR for the multiple comparison problem |
| 10:03 | FDR for the multiple comparison problem |
| 10:34 | BH procedure |
| 14:39 | Criticality of the multiple comparison problem |
| 16:13 | Gaussian detection boundaries |
| 20:35 | Outline |
| 20:46 | Criticality of the multiple comparison problem |
| 23:25 | Criticality of the multiple comparison problem |
| 24:03 | Criticality of the multiple comparison problem |
| 24:37 | Gaussian multiple comparison problem |
| 25:48 | Laplace multiple comparison problem |
| 26:01 | Student multiple comparison problem |
| 27:11 | Critical value of the Student MC problem |
| 29:53 | Outline |
| 31:30 | Detecting sparse heterogeneous mixtures |
| 33:22 | Detection boundary of the BHDprocedure |
| 33:35 | Application to the Gaussian detection problem |
| 35:21 | Application to the Laplace detection problem |
| 36:47 | Take-home message |
| 38:34 | Take-home message |
| 39:23 | Take-home message |
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