PMSAMPSIZE: Stata module to calculate the minimum sample size required for developing a multivariable prediction model

过度拟合 统计 样本量测定 数学 标准差 标准误差 均方误差 人口 结果(博弈论) 二进制数 计量经济学 计算机科学 医学 人工智能 算术 环境卫生 人工神经网络 数理经济学
作者
Joie Ensor
出处
期刊:Statistical Software Components 被引量:5
摘要

pmsampsize computes the minimum sample size required for the development of a new multivariable prediction model using the criteria proposed by Riley et al. 2018. pmsampsize can be used to calculate the minimum sample size for the development of models with continuous, binary or survival (time-to-event) outcomes. Riley et al. lay out a series of criteria the sample size should meet. These aim to minimise the overfitting and to ensure precise estimation of key parameters in the prediction model. For continuous outcomes, there are four criteria: i) small overfitting defined by an expected shrinkage of predictor effects by 10% or less, ii) small absolute difference of 0.05 in the model's apparent and adjusted R-squared value, iii) precise estimation of the residual standard deviation, and iv) precise estimation of the average outcome value. The sample size calculation requires the user to pre-specify (e.g. based on previous evidence) the anticipated R-squared of the model, and the average outcome value and standard deviation of outcome values in the population of interest. For binary or survival (time-to-event) outcomes, there are three criteria: i) small overfitting defined by an expected shrinkage of predictor effects by 10% or less, ii) small absolute difference of 0.05 in the model's apparent and adjusted Nagelkerke's R-squared value, and iii) precise estimation (within +/- 0.05) of the average outcome risk in the population for a key timepoint of interest for prediction.

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