| Week | Plans |
|---|---|
| Apr 13-17 | NRAO/UVA CSE CASA Parallelization Tiger Team (Charlottesville) Q1 REPORT DUE |
| Apr 20-24 | In Charlottesville Mon 20th & Tue 21st V: Weds 22nd through Fri 24th |
| Apr 27-May 1 | In DC @ NIST - organizational excellence workshop |
| May 4 - 8 | V: Mon 4 & Tue 5 - dissertation defense (Done!) Weds 6 - Fri 8 in Charlottesville |
| May 11-15 | In CV - not going to DC @ NSF - Teragrid Extension workshop with NSF OCI |
| May 18-22 | In Minneapolis Mon 18th to Wed 20th (speaker at Institute for Software Excellence) Thu 21st and Fri 22nd NCSA in Illinois |
| May 25-29 | Probably in CV! |
| June 1-5 | Vacation (all week), but I can always call in |
| June 8-12 | Vacation (all week), maybe back Fri, but I can always call in BUDGETS DUE |
| June 15-19 | CV |
| June 22-26 | In DC @ Teragrid Conference |
| June 29-July 3 | CV; PROGRAM PLAN DUE; Q2 REPORT DUE Workforce Management Plan outline due |
| July 6-10 | |
| July 13-17 | |
| July 20-24 | |
| July 27-31 | |
| August 3-7 | |
| August 10-14 | |
| August 17-21 | |
| August 24-28 | |
| Sept 1-4 | Workforce Management Plan due |
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resulting from the $s$ tests are ordered such that $p(1) \le p(2) \le \cdots \le p(s)$. Here we might restrict our attention to those $3\sigma$ or $4\sigma$ detections.
Now we find
$$d = \max_{1 \le k \le s}\{k: p(k) \le \alpha \cdot k/s\},$$ then rejecting the null hypotheses (identify detections) corresponding to $p(1), \cdots, p(d)$ provides $FDR \le \alpha$.
Note that only pixels with $p$-values less than $\alpha$ matter. $%ERROR: can't find latex at /usr/bin/latex
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\begin{math}\displaystyle $0 < \alpha< 1$ is the {\it a priori} error rate (similar to significance level) set, and suppose the $p$-values\end{math}
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| I | Attachment | Action | Size | Date | Who | Comment |
|---|---|---|---|---|---|---|
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im811sy.doc | manage | 44 K | 2008-01-07 - 15:00 | UnknownUser |
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