
|
Bon |
Holm |
adaptive Bon |
λ=0.2 |
λ=0.1 |
λ=α |
0.1 |
.0003(.9735) |
.0014(.9853) |
.0292(.9997) |
.0172(.9996) |
.0043(.9948) |
0.2 |
.0004(.9734) |
.0014(.9834) |
.0327(.9997) |
.0208(.9994) |
.0047(.9910) |
0.3 |
.0005(.9735) |
.0013(.9818) |
.0341(.9996) |
.0197(.9991) |
.0040(.9879) |
0.4 |
.0007(.9734) |
.0010(.9802) |
.0338(.9996) |
.0191(.9985) |
.0040(.9850) |
0.5 |
.0008(.9734) |
.0011(.9789) |
.0335(.9995) |
.0191(.9979) |
.0036(.9828) |
0.6 |
.0009(.9734) |
.0010(.9776) |
.0333(.9994) |
.0188(.9973) |
.0032(.9806) |
0.7 |
.0009(.9734) |
.0010(.9765) |
.0327(.9993) |
.0182(.9965) |
.0031(.9787) |
0.8 |
.0009(.9733) |
.0010(.9754) |
.0323(.9992) |
.0175(.9958) |
.0032(.9770) |
0.9 |
.0009(.9732) |
.0010(.9743) |
.0318(.9991) |
.0176(.9950) |
.0030(.9753) |
value in the parenthesis is the corresponding power. |