Dosemeci M, Benichou J
Epidemiology and Biostatistics Program, National Cancer Institute, Rockville, MD 20892, USA.
J Expo Anal Environ Epidemiol. 1998 Jan-Mar;8(1):9-15.
The Mantel-extension chi-square test for overall trend is commonly used in evaluating dose-response relationships in epidemiologic studies. As illustrated by others, it is not an optimal test for a monotonic dose-response. In addition, the result of this test depends heavily upon the scores assigned to the exposure categories. The selection of the score may have a substantial impact on the test statistic and consequently, on the interpretation of the study results. A monotonic dose-response relationship exists when risk increases (or decreases) with increasing exposure. Although the Mantel-extension test is one of the most cited test for trend, it is not a sensitive test to reflect the incremental risk change of a dose-response relationship which may potentially generate misleading results. We propose an alternative test for the evaluation of monotonic dose-response, which reconfigurates the Mantel-Haenszel chi square test for dichotomous exposure series into a polychotomous exposure series. The proposed test generates chi values that are sensitive to incremental increase (or decrease) in risk at each exposure category and does not require exposure scores. The test is a simple summation of Mantel-Haenszel chi statistics obtained in for 2 x 2 tables over adjacent exposure categories (i.e., the sum of Mantel-Haenszel chi values between categories 1 and 2, 2 and 3, 3 and 4 and 1-1 and 1). Several examples are presented to illustrate that the proposed test generates more realistic chi values than those obtained by the Mantel-extension test for trend.
用于评估总体趋势的Mantel扩展卡方检验常用于流行病学研究中剂量反应关系的评估。正如其他人所指出的,它并非用于单调剂量反应的最佳检验方法。此外,该检验的结果在很大程度上取决于赋予暴露类别的分数。分数的选择可能会对检验统计量产生重大影响,进而影响对研究结果的解释。当风险随暴露增加(或减少)时,存在单调剂量反应关系。尽管Mantel扩展检验是最常被引用的趋势检验之一,但它并非反映剂量反应关系中风险增量变化的灵敏检验,可能会产生误导性结果。我们提出了一种用于评估单调剂量反应的替代检验方法,该方法将用于二分暴露系列的Mantel-Haenszel卡方检验重新配置为多分类暴露系列。所提出的检验产生的卡方值对每个暴露类别中风险的增量增加(或减少)敏感,并且不需要暴露分数。该检验是在相邻暴露类别上对2×2表中获得的Mantel-Haenszel卡方统计量进行简单求和(即类别1和2、2和3、3和4以及1-1和1之间的Mantel-Haenszel卡方值之和)。给出了几个例子来说明所提出的检验比通过Mantel扩展趋势检验获得的卡方值更符合实际情况。