Table 2.
Stomach | Liver | Lung | |
gen | M/F | M/F | M/F |
φmb | 11.85 | 36.90 | 13.60 |
ca Dφ > 0 | 1323 | 231 | 506 |
σc | 77.56 | 33.51 | 34.72 |
τ | 129.19 | 3.56 | 3.78 |
LRTtrans-lind | 4.49 | 10.89 | 14.39 |
LRTtrans-con | 5.91 | 18.12 | 15.70 |
ERR0.025,φe | 0.08 (-0.11, 0.23) | 0.77 (0.18, 1.67) | 0.79 (0.20, 2.01) |
ERR1,φ | 0.00 (-0.06, 0.16) | 0.95 (0.28, 1.99) | 0.80 (0.19, 1.99) |
Dmaxf | 0.01 | 0.28 | 0.27 |
ERRDmax,φ | 0.22 (-0.04, 0.61) | 3.46 (1.00, 7.11) | 3.38 (0.90, 8.43) |
Dev | 1676.81 | 1251.10 | 1039.00 |
Chi-sq | 3397.32 | 2436.33 | 2728.08 |
df | 2991 | 2991 | 2991 |
Excess | 91.23 | 95.89 | 214.39 |
Colon | Uterus | All solid | |
gen | M/F | F | M/F |
φmb | 43.98 | 26.91 | 43.86 |
ca Dφ > 0 | 28 | 127 | 365 |
σc | 26.69 | 275.88 | 11.89 |
τ | 5.98 | 132.36 | 3.68 |
LRTtrans-lind | 3.17 | 4.48 | 11.75 |
LRTtrans-con | 3.20 | 4.48 | 16.78 |
ERR0.025,φe | 0.58 (-0.25, 1.85) | 0.25 (-0.09, 1.13) | 0.27 (0.07, 0.51) |
ERR1,φ | 0.07 (-0.49, 1.71) | 0.00 (-0.23, 1.06) | 0.30 (0.03, 0.63) |
Dmaxf | 0.17 | 0.01 | 0.27 |
ERRDmax,φ | 1.64 (-0.60, 6.10) | 0.77 (-0.54, 5.35) | 1.19 (0.41, 2.06) |
Dev | 716.79 | 634.49 | 2121.27 |
Chi-sq | 3473.93 | 1051.37 | 2765.95 |
df | 2991 | 1512 | 2991 |
Excess | 8.24 | 19.99 | 78.00 |
a 0 – 20 mSv subcohort, Excess Relative Risk ERR = σDφ with τ ≥ 0 and σ,τ constrained by 1 + ERR ≥ 0 for all data cells; for Dφ see Table 1. The linear model is nested by τ = 0; the control model is nested by σ = 0.
b chosen in the range 5 – 44 years. to minimise transient model Deviance; where italicised φm minimises Dev subject to ERR ≥ 0, equivalent to σ ≥ 0.
c At φm, σ and τ are the fitted Maximum Likelihood Estimate parameter values.
d At φm, the likelihood ratio test LRTtrans-lin compares the transient with the linear model and LRTtrans-con compares the transient model with the control model. Each LRT is χ2 distributed on 1 degree of freedom.
e At φm, ERRD,φ is the Excess Relative Risk at Dφ = D, with 95% Profile Likelihood Confidence Interval.
f At φm, Dmax = 1/τ is the value of D which maximises ERRD,φ
g n/a indicates no lower limit could be calculated with 1 + ERR ≥ 0
Other definitions and total cases as Table 1.