Table 2.
model | deviance | log(HR) (SE) | ||
(i) | constant excess risk | 10455.93 | 0.643 (0.083) | |
(ii) | no excess risk | 10542.84 | 0.188 (0.075) | |
(iii) | linearly decreasing risk | δ = 0 | 10455.93 | 0.643 (0.083) |
δ = 0.05 | 10441.41 | 0.718 (0.082) | ||
δ = 0.09 | 10438.31 | 0.708 (0.079) | ||
δ = 0.10 | 10438.26 | 0.705 (0.079) | ||
δ = 0.11 | 10438.09 | 0.704 (0.077) | ||
δ = 0.15 | 10438.56 | 0.689 (0.077) | ||
δ = 0.20 | 10439.79 | 0.672 (0.077) | ||
δ = 0.25 | 10444.98 | 0.660 (0.076) | ||
(iv) | exponentially decreasing risk | p = 0 | 10455.93 | 0.643 (0.083) |
p = 0.05 | 10439.82 | 0.758 (0.087) | ||
p = 0.09 | 10438.57 | 0.743 (0.084) | ||
p = 0.095 | 10438.56 | 0.741 (0.083) | ||
p = 0.10 | 10438.58 | 0.738 (0.083) | ||
p = 0.125 | 10438.84 | 0.728 (0.082) | ||
p = 0.15 | 10439.33 | 0.719 (0.081) | ||
p = 0.3 | 10443.87 | 0.678 (0.078) |
All p-values < 0.001, except for model (ii) p = 0.012. Standard errors were calculated using δ and p as given constants.