 |
Bon |
Holm |
adaptive Bon |
λ=0.2 |
λ=0.1 |
λ=α |
0.1 |
.0006(.9743) |
.0059(.9911) |
.0167(.9960) |
.0127(.9953) |
.0081(.9940) |
0.2 |
.0016(.9743) |
.0053(.9879) |
.0157(.9930) |
.0121(.9919) |
.0077(.9903) |
0.3 |
.0024(.9742) |
.0065(.9854) |
.0160(.9905) |
.0126(.9892) |
.0079(.9875) |
0.4 |
.0034(.9741) |
.0067(.9832) |
.0154(.9882) |
.0128(.9868) |
.0085(.9849) |
0.5 |
.0042(.9741) |
.0067(.9813) |
.0152(.9861) |
.0127(.9847) |
.0085(.9827) |
0.6 |
.0048(.9741) |
.0068(.9796) |
.0153(.9844) |
.0126(.9828) |
.0082(.9808) |
0.7 |
.0054(.9740) |
.0070(.9779) |
.0155(.9826) |
.0119(.9810) |
.0084(.9789) |
0.8 |
.0060(.9739) |
.0072(.9764) |
.0156(.9811) |
.0121(.9793) |
.0081(.9772) |
0.9 |
.0069(.9740) |
.0076(.9752) |
.0158(.9796) |
.0126(.9777) |
.0089(.9757) |
value in the parenthesis is the corresponding power. |