MG | MC | power test D | power test E1 | power test E2 | power test E3 |
---|
~ N(MR, Vg) | ~ N(MR, Vg) | 0.8289 |
0.9485
| 0.7603 | 0.0076 |
~ N(MR, Vg) | = MR (= 0) | 0.7587 |
0.9481
| 0.7668 | 0.0091 |
~ N(MR, Vg) | = MG |
0.1024
|
0.9496
| 0.7704 | 0.0076 |
MR+LSD(GR;2;95) | ~ N(MR, Vg) | 0.9724 |
0.4957
|
0.0524
|
0.0523
|
MR+LSD(GR;2;95) | = MR (= 0) | 1.0000 |
0.4964
|
0.0551
|
0.0537
|
MR+LSD(GR;2;95) | = MG |
0.1006
|
0.4954
|
0.0514
|
0.0509
|
- True reference mean MR = 0 in all cases. "~ N(MR, Vg)" refers to a random draw from a normal distribution with the specified mean and variance. LSD(GR;2;95) refers to the theoretical least significant difference calculated using equation 3 with theoretical variances and infinite degrees of freedom. Number of iterations was 10,000. Values in bold can be compared to theoretical values (0.1, 0.95, 0.5 or 0.05).