 |
| Bon |
Holm |
adaptive Bon |
| λ=0.2 |
λ=α |
| 0.1 |
.0017(.9899) |
.0107(.9956) |
.0636(1.0000) |
.0268(.9999) |
| 0.2 |
.0022(.9899) |
.0074(.9948) |
.0585(1.0000) |
.0228(.9999) |
| 0.3 |
.0023(.9899) |
.0069(.9939) |
.0549(.1.0000) |
.0211(.9998) |
| 0.4 |
.0025(.9899) |
.0058(.9931) |
.0528(1.0000) |
.0196(.9997) |
| 0.5 |
.0027(.9899) |
.0054(.9925) |
.0504(1.0000) |
.0192(.9996) |
| 0.6 |
.0028(.9899) |
.0044(.9919) |
.0484(1.0000) |
.0182(.9995) |
| 0.7 |
.0029(.9899) |
.0042(.9914) |
.0481(1.0000) |
.0176(.9993) |
| 0.8 |
.0033(.9900) |
.0042(.9910) |
.0471(1.0000) |
.0168(.9992) |
| 0.9 |
.0036(.9900) |
.0043(.9905) |
.0471(1.0000) |
.0165(.9990) |
value in the parenthesis is the corresponding power. |
