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人口因素与癌症死亡率。1943年至1978年丹麦癌症死亡率的数学模型。

Demographic factors and cancer mortality. A mathematical model for cancer mortality in Denmark 1943-78.

作者信息

Juel K

出版信息

Int J Epidemiol. 1983 Dec;12(4):419-25. doi: 10.1093/ije/12.4.419.

Abstract

Deaths from cancer in Denmark from 1943-1978 were extracted from the Danish National Death Register at the Danish Institute for Clinical Epidemiology. This paper illustrates the relationship between demographic factors and mortality from a large group of cancers, which increases progressively from young adult life into old age. One-year age-specific mortality rates between 30 and 79 years of age were computed for 14 different cancer sites among both males and females, in five ten-year birth cohorts and for the capital and provinces. The number of deaths at a particular age were found to follow a Poisson distribution and the mortality rate could be expressed by the function lx = bxk, where lx is the mortality rate at age x, and b and k are parameters to be estimated. With this model a straight line is obtained, when mortality and age are plotted on a double logarithmic scale. The maximum likelihood estimates of b and k were found iteratively for each of the 280 combinations of sex--cancer site--residence--cohort. For fixed sex and cancer site the relationship between age, residence and cohort was examined. It appeared that k was independent of residence. For 10 of the male cancers and 12 of the female cancers, k was found to be independent of cohort and in the last 6 cases k was found to be a linear function of cohort. For 12 out of 14 cancer sites among males the ratio of mortality in the capital to mortality in the provinces was significantly greater than one.(ABSTRACT TRUNCATED AT 250 WORDS)

摘要

1943年至1978年丹麦的癌症死亡病例从丹麦临床流行病学研究所的丹麦国家死亡登记处提取。本文阐述了人口统计学因素与一大类癌症死亡率之间的关系,这类癌症死亡率从青壮年时期到老年逐渐上升。计算了五个十年出生队列中男性和女性30至79岁之间14个不同癌症部位的一岁年龄别死亡率,以及首都和各省的死亡率。发现特定年龄的死亡人数服从泊松分布,死亡率可用函数lx = bxk表示,其中lx是年龄x时的死亡率,b和k是待估计的参数。用这个模型,当死亡率和年龄以双对数尺度绘制时可得到一条直线。对性别 - 癌症部位 - 居住地 - 队列的280种组合分别迭代求出b和k的最大似然估计值。对于固定的性别和癌症部位,研究了年龄、居住地和队列之间的关系。结果显示k与居住地无关。在男性的10种癌症和女性的12种癌症中,k与队列无关,在最后6种情况下,k是队列的线性函数。在男性的14种癌症部位中有12种,首都的死亡率与各省的死亡率之比显著大于1。(摘要截短于250字)

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