Table 3 Estimates of GS for Example 2
K=∞ | n=10 | n=50 | n=100 |
|---|---|---|---|
\(\widehat {GS}\) | 0.8532 (std: 0.0354) | 0.9317 (std: 0.0107) | 0.9407 (std: 0.0068) |
\(\widehat {GS}_{1}\) | 0.9480 (std: 0.0075) | 0.9507 (std: 0.0061) | 0.9502 (std: 0.0053) |
K=∞ | n=10 | n=50 | n=100 |
|---|---|---|---|
\(\widehat {GS}\) | 0.8532 (std: 0.0354) | 0.9317 (std: 0.0107) | 0.9407 (std: 0.0068) |
\(\widehat {GS}_{1}\) | 0.9480 (std: 0.0075) | 0.9507 (std: 0.0061) | 0.9502 (std: 0.0053) |