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最优子集回归模型在预测肝移植受者他克莫司血药浓度中的应用
引用本文:傅晓华,洪晓丹,罗美娟,叶毅芳,陈小陆,姚秋燕,任斌.最优子集回归模型在预测肝移植受者他克莫司血药浓度中的应用[J].中国药房,2013(18):1670-1672.
作者姓名:傅晓华  洪晓丹  罗美娟  叶毅芳  陈小陆  姚秋燕  任斌
作者单位:[1]广州新海医院,广州510300 [2]中山大学附属第一医院,广州510080
摘    要:目的:建立肝移植受者他克莫司血药浓度简易估算方法。方法:收集37例肝移植受者口服他克莫司的176份稳态全血浓度数据,采用最优子集回归法建立他克莫司稳态血药浓度简易估算公式。结果:以浓度测定前4日他克莫司累积剂量预测他克莫司血药浓度的准确性及精密度较好,平均预测误差(0.04±2.5)ng/ml,平均绝对误差(2.00±1.45)ng/ml,80.8%的血药浓度数据绝对预测误差≤3.0ng/ml。结论:本方法预测他克莫司血药浓度准确性和精密度较好,简便迅捷。

关 键 词:他克莫司  肝移植  最优子集回归

Application of Best Subset Multiple Regression Model in Prediction of Tacrolimus Blood Concentration in Liver Transplantation Recipients
FU Xiao-hua,HONG Xiao-dan,LUO Mei-juan,YE Yi-fang,CHEN Xiao-lu,YAO Qiu-yan,REN Bin.Application of Best Subset Multiple Regression Model in Prediction of Tacrolimus Blood Concentration in Liver Transplantation Recipients[J].China Pharmacy,2013(18):1670-1672.
Authors:FU Xiao-hua  HONG Xiao-dan  LUO Mei-juan  YE Yi-fang  CHEN Xiao-lu  YAO Qiu-yan  REN Bin
Institution:2 ( 1. Guang- zhou Xinhai Hospital, Guangzhou 510300, China; 2. The First Affiliated Hospital of Sun Yat-Sen University, Guangzhou 510080, China)
Abstract:OBJECTIVE: To establish a simple method for predicting tacrolimus blood concentration in liver transplantation recipients. METHODS: The 176 data samples of steady blood concentration of tacrolimus were collected from 37 liver transplantation recipients. Best subset multiple linear regression method (MLR) was used to establish the simple formula for predicting tacrolimus concentration. RESULTS : The blood concentration of tacrolimus could be predicted by accumulative dose of tacrolimus in 4 days before determined accurately and precisely.Mean prediction error and mean absolute prediction error were (0.04 ± 2.5) ng/ml and (2.00± 1.45) ng/ml, respectively. The absolute prediction error of 80.8% of concentration data was less than 3.0 ng/ml. CONCLUSIONS: The method is accurate and orecisive, simple and convenient to predict tacrolimus blood concentration.
Keywords:Tacrolimus  Liver transplantation  Best subset multiple regression
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