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风险估计相关数据(Relevant Data for Relative risk estimate)_算法理论_科研数据集

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风险估计相关数据(Relevant Data for Relative risk

estimate)

数据摘要:

Each datafile contains a matrix of values indexed by p1 = 0.02 to 0.98

by 0.02 (columns) and p2 = 0.02 to 0.98 by 0.02 (rows). Results for each of the four candidate methods are included within the single file with the index of “method”.

中文关键词:

算法,统计,风险,估计,模型,

英文关键词:

algorithms,statistic,risk,estimate,model,

数据格式:

TEXT

数据用途:

Design of Algorithms

数据详细介绍:

Relevant Data for Relative risk estimate

Data set information:

This file details the contents of the supplemental result files for the paper. Each datafile contains a matrix of values indexed by p1 = 0.02 to 0.98 by 0.02 (columns) and p2 = 0.02 to 0.98 by 0.02 (rows). Results for each of the four candidate methods are included within the single file with the index of “method”.

File naming convention:

{statistic}_n{sample size}.sas7bdat Where

statistic = {bias, coverage, MSE, rejection}, Sample size = {10, 25, 50, 100}, and

sas7bdat represent a SAS v7/8/9 permanent dataset.

Calculations:

For each (p1,p2) dyad and sample size (n1=n2), all possible sample realizations were enumerated. For example, if n1=n2=10, then sample configurations of (y1, y2) would include (0,0), (0,1), (0,2),…(1,0),

(1,1),…(10,10). The probability of each sample configuration was determined using a product binomial distribution, namely Prob=Prob[Bin(y1, p1)]*Prob[Bin(y2, p2)], where (p1,p2) are determined by row/column placement in the results matrix.

Bias:

The E[RR] was determined based on the observed estimate and the product binomial probability. Entries in “bias” files are Bias = E[RR] – p1/p2.

Coverage:

The 95% confidence interval for each of the four methods was computed as described in the paper. Values provided in the “coverage” files are the sum of I(covered)*Prob where I(covered)=1 if the 95% CI contains the true parameter (i.e., p1/p2), 0 else; and Prob is the product binomial probability.

MSE (Mean Squared Error):

MSE is determined as E[RR]^2 – Var[RR], where E[RR] is described above in

Bias and Var[RR] = sum_{i} ( RR_i – E[RR])^2 where i indexes the (n1+1)x(n2+2) potential samples given n1,n2.

Rejection:

Determination of rejection rates, based on confidence intervals, of a null

hypothesis of RR=1.0 for all (p1,p2) pairings. When p1=p2, the interpretation is a type I error. In contrast, when p1 <> p2, interpretation is of power. Source:

Rickey E. Carter

Department of Health Sciences Research Mayo Clinic

200 First Street South West Rochester MN 55905 USA

Relevant Papers:

Relative risk estimated from the ratio of two median unbiased estimates, by R. E. Carter et al., pages 657–671;

数据预览:

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