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用于Ederer-Myers-Mantel疾病聚集程序扩展应用的表格和公式。

Tables and formulas for extended use of the Ederer-Myers-Mantel disease-clustering procedure.

作者信息

Mantel N, Kryscio R J, Myers M H

出版信息

Am J Epidemiol. 1976 Nov;104(5):576-84. doi: 10.1093/oxfordjournals.aje.a112333.

Abstract

The principles of the Ederer-Myers-Mantel procedure for seeking evidence of disease clustering are reviewed. The procedure is based on cumulative empirical clusters, i.e., the largest frequency in a single time period or in two successive time periods, and comparing that cumulation with the expected cumulation of largest frequencies under random occurrence. Original tabulations covered totals of up to 15 cases distributed among three, four or five time periods. Present tabulations of expectations and variances cover up to 500 cases distributed among two or three time periods and 200 cases distributed among four or five time periods. Asymptotic formulas are provided for the expectation and variance of the largest frequency in a single period when arbitrarily many cases are distributed at random among two, three, four or five time periods.

摘要

回顾了用于寻找疾病聚集证据的埃德勒-迈尔斯-曼特尔程序的原理。该程序基于累积经验聚类,即单个时间段或两个连续时间段内的最大频率,并将该累积值与随机发生情况下最大频率的预期累积值进行比较。原始表格涵盖了分布在三个、四个或五个时间段内总计多达15例病例。目前关于期望值和方差的表格涵盖了分布在两个或三个时间段内多达500例病例以及分布在四个或五个时间段内多达200例病例。当任意数量的病例随机分布在两个、三个、四个或五个时间段时,给出了单个时间段内最大频率的期望值和方差的渐近公式。

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