| Literature DB >> 30646024 |
Heng Jiang1,2, Michael Livingston1, Robin Room1,3, Richard Chenhall2, Dallas R English4,5.
Abstract
Importance: Understanding whether the population-level consumption of alcohol and tobacco is associated with cancer mortality is a crucial question for public health policy that has not been answered by previous studies. Objective: To examine temporal associations of alcohol and tobacco consumption with overall cancer mortality in the Australian population, looking across different sex and age groups. Design, Setting, and Participants: This population-based cohort study conducted a time series analysis (autoregressive integrated moving average models) using aggregate-level annual time series data from multiple sources. Data on alcohol consumption and tobacco consumption per capita between 1935 and 2014 among the Australian population aged 15 years and older were collected from the Australian Bureau of Statistics and Cancer Council Victoria. Analysis was conducted from June 1, 2017, to October 30, 2017. Exposures: Sex- and age-specific cancer mortality rates from 1968 to 2014 were collected from the Australian Institute Health and Welfare. Main Outcomes and Measures: Population-level cancer mortality in different sex and age groups in Australia, controlling for the effects of health expenditure.Entities:
Mesh:
Year: 2018 PMID: 30646024 PMCID: PMC6324312 DOI: 10.1001/jamanetworkopen.2018.0713
Source DB: PubMed Journal: JAMA Netw Open ISSN: 2574-3805
Cross-Correlations Between First-Differenced Overall Cancer Mortality, Alcohol, and Tobacco Consumption Per Capita and Health Expenditure Per Capita
| D(Cancer) | ||||||
|---|---|---|---|---|---|---|
| D(Alcohol [− | Lag Effects | D(Tobacco [− | Lag Effects | D(Health Expenditure [− | Lag Effects | |
| 0 | . |* . | 0.1434 | . |** . | 0.1986 | ***| . | −0.3383 |
| 1 | . | . | 0.0334 | . *| . | −0.0887 | ****| . | −0.3698 |
| 2 | . *| . | −0.1241 | . |* . | 0.0836 | .**| . | −0.2276 |
| 3 | . |* . | 0.0671 | . | . | −0.0359 | ***| . | −0.3223 |
| 4 | . |* . | 0.0833 | . |* . | 0.0505 | ***| . | −0.2680 |
| 5 | . |* . | 0.0493 | . | . | −0.0199 | ****| . | −0.3629 |
| 6 | . |* . | 0.1543 | . *| . | −0.0621 | .**| . | −0.2087 |
| 7 | . |*** | 0.2740 | . |**. | 0.2194 | .**| . | −0.2432 |
| 8 | . |**. | 0.2497 | . | . | 0.0213 | .**| . | −0.1721 |
| 9 | . |* . | 0.0864 | . | . | −0.0220 | .**| . | −0.1922 |
| 10 | . |**. | 0.1733 | . |**. | 0.1603 | .**| . | −0.1776 |
| 11 | . |*** | 0.2855 | . | . | −0.0305 | .**| . | −0.1751 |
| 12 | . |**. | 0.2178 | . |*** | 0.2736 | . *| . | −0.1135 |
| 13 | . |**. | 0.2178 | . |* . | 0.1121 | . | . | −0.0492 |
| 14 | . |*** | 0.2986 | . |* . | 0.1378 | . | . | −0.0370 |
| 15 | . |*** | 0.2858 | . |* . | 0.0729 | . | . | −0.0284 |
| 16 | . |* . | 0.0919 | . |* . | 0.1483 | . | . | 0.0137 |
| 17 | . | . | 0.0246 | . | . | −0.0142 | . |* . | 0.0641 |
| 18 | . |* . | 0.1480 | . |**. | 0.1560 | . | . | 0.0289 |
| 19 | . |*** | 0.2786 | . |**. | 0.1804 | . |* . | 0.1181 |
| 20 | . |*** | 0.2701 | . |*** | 0.2706 | . | . | 0.0164 |
| 21 | . |* . | 0.1432 | . |* . | 0.1309 | . | . | 0.0289 |
| 22 | . |* . | 0.1439 | . | . | 0.0225 | . | . | 0.0397 |
| 23 | . | . | 0.0225 | . | . | −0.0193 | . | . | 0.0100 |
| 24 | . | . | 0.0123 | . | . | −0.0002 | . |* . | 0.1344 |
| 25 | . | . | −0.0491 | . | . | −0.0182 | . |* . | 0.1556 |
| 26 | . | . | −0.0137 | . | . | −0.0037 | . | . | 0.0116 |
| 27 | . | . | −0.0003 | . | . | 0.0035 | . | . | 0.0003 |
| 28 | . | . | −0.0168 | . | . | 0.0019 | . | . | 0.0120 |
| 29 | . *| . | −0.0942 | . | . | −0.0187 | . | . | 0.0261 |
| 30 | . *| . | −0.0886 | . | . | 0.0138 | . | . | 0.0200 |
D(cancer), D(alcohol), D(tobacco), and D(health expenditure) means using first-differenced data in the analysis. The critical values of the cross-correlation test were calculated based on ±1.96/√n = 0.269. The greatest lag effects of changes in alcohol and tobacco consumption on overall cancer mortality were estimated at the 14th year and 12th year, respectively. The optimum lag lengths of alcohol consumption, tobacco smoking, and health expenditure on cancer mortality were identified as 20 years, 20 years, and 5 years, respectively.
Data are shown as the cross-correlation patterns of the lag effects. “|” is zero, “*” is the lag effect, and “.” indicates the critical levels indicated in footnote a.
Figure 1. Trends in Alcohol and Tobacco Consumption and Male, Female, and Total Cancer Mortality Rates in Australia
A, Alcohol consumption (in liters) per capita among persons aged 15 years and older between 1935 and 2014. B, Tobacco consumption (in kilograms) per capita among persons aged 15 years and older between 1935 and 2014. C, Male, female, and total (person) cancer mortality rates per 100 000 persons aged 15 years and older between 1968 and 2014.
Figure 2. Trends of Age-Specific Cancer Mortality Rate Among Men and Women in Australia Between 1968 and 2014
A, Cancer mortality rate per 100 000 persons among men aged 15 to 29, 30 to 49, and 50 to 69 years in Australia between 1968 and 2014. B, Cancer mortality rate per 100 000 persons among men 70 years and older in Australia between 1968 and 2014. C, Cancer mortality rate per 100 000 persons among women aged 15 to 29, 30 to 49, and 50 to 69 years in Australia between 1968 and 2014. D, Cancer mortality rate per 100 000 persons among women 70 years and older in Australia between 1968 and 2014.
Estimates of Temporal Associations of Alcohol and Tobacco Consumption With Overall, Male, and Female Cancer Mortality Based on 3 Different Lag Models
| Lag Model | Cancer, Coefficient (95% CI) | ||
|---|---|---|---|
| Male | Female | Total | |
| Model with 20-y geometric lags | |||
| Alcohol | 0.005 (−0.036 to 0.046) | 0.031 (−0.012 to 0.074) | 0.014 (−0.021 to 0.049) |
| Tobacco | −0.078 (−0.303 to 0.147) | −0.154 (−0.401 to 0.093) | −0.093 (−0.289 to 0.103) |
| Health expenditure (5-y geometric lag) | −0.105 (−0.195 to −0.015) | −0.161 (−0.212 to −0.110) | −0.124 (−0.200 to −0.048) |
| Constant | −0.000 (−0.016 to 0.016) | −0.001 (−0.015 to 0.013) | −0.001 (−0.015 to 0.013) |
| Model specification | 0,1,0 | 0,1,0 | 0,1,0 |
| Box-Ljung | 7.787 | 8.388 | 6.147 |
|
| .65 | .59 | .80 |
|
| 0.155 | 0.318 | 0.260 |
| Model with 20-y Skog lags | |||
| Alcohol | 0.061 (0.002 to 0.120) | 0.018 (−0.037 to 0.073) | 0.038 (−0.007 to 0.083) |
| Tobacco | −0.239 (−0.502 to 0.024) | −0.114 (−0.363 to 0.135) | −0.170 (−0.368 to 0.028) |
| Health expenditure (5-y Skog lag) | −0.158 (−0.254 to −0.062) | −0.105 (−0.195 to −0.015) | −0.128 (−0.201 to −0.055) |
| Constant | −0.005 (−0.023 to 0.013) | −0.002 (−0.018 to 0.014) | −0.003 (−0.017 to 0.011) |
| Model specification | 0,1,0 | 0,1,0 | 0,1,0 |
| Box-Ljung | 10.054 | 7.362 | 6.999 |
|
| .44 | .69 | .73 |
|
| 0.36 | 0.16 | 0.35 |
| Model with 20-y cross-correlation lags | |||
| Alcohol | 0.043 (0.012 to 0.074) | 0.035 (0.010 to 0.060) | 0.038 (0.014 to 0.062) |
| Tobacco | 0.266 (0.115 to 0.417) | 0.083 (−0.066 to 0.232) | 0.151 (0.078 to 0.224) |
| Health expenditure (5-y cross-correlation lag) | −0.046 (−0.148 to 0.056) | −0.042 (−0.151 to 0.068) | −0.047 (−0.127 to 0.033) |
| Constant | 0.010 (0.000 to 0.020) | −0.002 (−0.012 to 0.008) | 0.005 (−0.003 to 0.013) |
| Model specification | 1,1,0 | 0,1,1 | 1,1,1 |
| Box-Ljung | 9.546 | 4.996 | 11.658 |
|
| .39 | .84 | .17 |
|
| 0.582 | 0.467 | 0.589 |
P < .05.
The Box-Ljung Q test is a diagnostic tool used to test the lack of fit of a time series model, and a P value of the Box-Ljung Q test greater than .10 indicates the test rejects the null hypothesis of lack of fit of the time series model.
P < .01.
P < .001.
Estimates of Temporal Associations of Alcohol and Tobacco Consumption With Sex- and Age-Specific Cancer Mortality Based on the Cross-Correlation Lag Model
| Characteristic | Consumption, Coefficient (95% CI) | Model Specification | Box-Ljung | ||
|---|---|---|---|---|---|
| Alcohol | Tobacco | ||||
| Male by age, y | |||||
| 30-49 | 0.032 (−0.137 to 0.201) | 0.137 (−1.080 to 1.354) | 1,1,0 | 6.404 | .70 |
| 50-69 | 0.095(0.040 to 0.150) | 0.170 (0.029 to 0.311) | 1,1,0 | 10.883 | .28 |
| ≥70 | 0.016 (−0.035 to 0.067) | 0.263 (0.075 to 0.451) | 0,1,0 | 8.350 | .60 |
| Subtotal | 0.043 (0.012 to 0.074) | 0.266 (0.115 to 0.417) | 1,1,0 | 9.546 | .39 |
| Female by age, y | |||||
| 30-49 | 0.022 (−0.051 to 0.095) | 0.070 (−0.181 to 0.321) | 1,1,0 | 5.080 | .75 |
| 50-69 | 0.059 (0.008 to 0.110) | 0.063 (−0.151 to 0.277) | 0,1,0 | 8.576 | .57 |
| ≥70 | 0.042 (0.020 to 0.064) | 0.067 (−0.015 to 0.149) | 0,1,1 | 7.357 | .60 |
| Subtotal | 0.035 (0.010 to 0.060) | 0.083 (−0.066 to 0.232) | 0,1,1 | 4.996 | .84 |
The Box-Ljung Q test is a diagnostic tool used to test the lack of fit of a time series model, and a P value of the Box-Ljung Q test greater than .10 indicates the test rejects the null hypothesis of lack of fit of the time series model.
P < .001.
P < .05.
P < .01.