M P Little1, C R Muirhead. 1. National Radiological Protection Board, Didcot, Oxon, UK. mark.little@nrpb.org.uk
Abstract
PURPOSES: To investigate the evidence for a threshold in the cancer dose-response curve. MATERIALS AND METHODS: Japanese atomic bomb survivor cancer mortality data, based on follow-up to 1990, was used, taking account of random errors in DS86 dose estimates. RESULTS: For all solid cancers analysed together, there is a significant positive dose response (two-sided p<0.05) if all survivors who received <0.5 Sv are considered, but the significance vanishes if doses of <0.2 Sv are considered; the same is also true for leukaemia. For solid cancer mortality there is no indication of curvilinearity in the dose response: no statistically significant improvement in fit to a linear relative risk model is provided by addition of quadratic or threshold dose terms. If a relative risk model with a threshold (the dose response is assumed linear above the threshold) is fitted to solid cancer mortality data, the best estimate of the threshold is < 0.00 Sv (95% CI <0.00-0.13). If a linear-quadratic-threshold model is used the best estimate of the threshold is < 0.00 Sv (95% CI < 0.00-0.15). For leukaemia mortality there is highly statistically significant upward curvature in the dose response. In particular, if a relative risk model with a threshold (the dose response is assumed linear above the threshold) is fitted to the leukaemia data, the best estimate of the threshold is 0.16 Sv (95% CI 0.05-0.40) (two-sided p=0.001 for test of departure of threshold from 0). However, there is no evidence for a threshold effect (two-sided p = 0.16) when a quadratic term is included in the dose response: the best estimate of threshold in this case is 0.09Sv (95% CI <0.00-0.29). Moreover, addition of a quadratic term improves the fit of a linear-threshold model at borderline levels of statistical significance (two-sided p = 0.07). Therefore, the most parsimonious description of the leukaemia dose response is provided by a linear-quadratic function of dose. CONCLUSIONS: There is no evidence of threshold-type departures from the linear-quadratic dose response either for solid tumours or for leukaemia in the Japanese atomic bomb survivor mortality data.
PURPOSES: To investigate the evidence for a threshold in the cancer dose-response curve. MATERIALS AND METHODS: Japanese atomic bomb survivor cancer mortality data, based on follow-up to 1990, was used, taking account of random errors in DS86 dose estimates. RESULTS: For all solid cancers analysed together, there is a significant positive dose response (two-sided p<0.05) if all survivors who received <0.5 Sv are considered, but the significance vanishes if doses of <0.2 Sv are considered; the same is also true for leukaemia. For solid cancer mortality there is no indication of curvilinearity in the dose response: no statistically significant improvement in fit to a linear relative risk model is provided by addition of quadratic or threshold dose terms. If a relative risk model with a threshold (the dose response is assumed linear above the threshold) is fitted to solid cancer mortality data, the best estimate of the threshold is < 0.00 Sv (95% CI <0.00-0.13). If a linear-quadratic-threshold model is used the best estimate of the threshold is < 0.00 Sv (95% CI < 0.00-0.15). For leukaemia mortality there is highly statistically significant upward curvature in the dose response. In particular, if a relative risk model with a threshold (the dose response is assumed linear above the threshold) is fitted to the leukaemia data, the best estimate of the threshold is 0.16 Sv (95% CI 0.05-0.40) (two-sided p=0.001 for test of departure of threshold from 0). However, there is no evidence for a threshold effect (two-sided p = 0.16) when a quadratic term is included in the dose response: the best estimate of threshold in this case is 0.09Sv (95% CI <0.00-0.29). Moreover, addition of a quadratic term improves the fit of a linear-threshold model at borderline levels of statistical significance (two-sided p = 0.07). Therefore, the most parsimonious description of the leukaemia dose response is provided by a linear-quadratic function of dose. CONCLUSIONS: There is no evidence of threshold-type departures from the linear-quadratic dose response either for solid tumours or for leukaemia in the Japanese atomic bomb survivor mortality data.
Authors: Mark P Little; Richard Wakeford; E Janet Tawn; Simon D Bouffler; Amy Berrington de Gonzalez Journal: Radiology Date: 2009-04 Impact factor: 11.105
Authors: Harrison H Barrett; Kyle J Myers; Christoph Hoeschen; Matthew A Kupinski; Mark P Little Journal: Phys Med Biol Date: 2015-01-07 Impact factor: 3.609