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多组牺牲实验中肿瘤发病率的年龄调整趋势检验。

An age-adjusted trend test for the tumor incidence rate for multiple-sacrifice experiments.

作者信息

Kodell R L, Ahn H

机构信息

Division of Biometry and Risk Assessment, National Center for Toxicological Research, Jefferson, Arkansas 72079, USA.

出版信息

Biometrics. 1997 Dec;53(4):1467-74.

PMID:9423261
Abstract

The nonparametric age-adjusted trend test for the tumor incidence rate proposed by Malani and Lu (1993, Communications in Statistics--Theory and Methods 22, 1557-1584) is modified in two ways to improve the size of the test. First, the tumor incidence rate is constrained to be nonnegative, and second, a conditional variance is used in place of the asymptotic variance based on the delta method. A Monte Carlo simulation study demonstrates the improvement in size of test. The proposed test can be viewed also as a modification of the two-group test of Dewanji and Kalbfleisch (1986, Biometrics 42, 325-341), although their maximum likelihood routine is based on a different formulation of the problem.

摘要

Malani和Lu(1993年,《统计通信——理论与方法》22卷,1557 - 1584页)提出的肿瘤发病率非参数年龄调整趋势检验以两种方式进行了修改,以提高检验的规模。首先,肿瘤发病率被限制为非负,其次,使用条件方差代替基于德尔塔方法的渐近方差。蒙特卡罗模拟研究证明了检验规模的改进。尽管Dewanji和Kalbfleisch(1986年,《生物统计学》42卷,325 - 341页)的最大似然程序基于问题的不同表述,但所提出的检验也可视为对他们两组检验的一种修改。

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