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Cox比例风险回归模型C统计量的计算方法及其SAS实现 被引量:1

Calculation of C statistics for the Cox proportional hazards regression models and its implementation in SAS
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摘要 目的 C统计量是评价Cox比例风险回归模型区分度的常见指标,然而,目前对C统计量的算法仍存在争议。本文将探讨C统计量的计算方法及其SAS实现,为编程输出Cox模型的C统计量提供参考。方法 运用PHREG过程估计研究观察期末的累积生存概率,判断实际生存时间与预期生存函数是否同趋势,并以此计算C统计量及其95%置信区间。以某注册登记研究为例,评价年龄、血压和心率对急性心衰患者出院后30d死亡率的预测区分度。结果 研究共纳入2836例急性心衰患者,年龄、基线收缩压和基线心率对出院后30d死亡的影响差异都具有统计学意义(均有P〈0.05),其中年龄(单位:岁;风险比(hazardratio,HR):1.029;95%置信区间(confi-denceinterval,CI):1.022~1.037)和心率(单位:次/分;HR:1.011;95%CI:1.007~1.014)为危险因素,收缩压(单位:mmHg;HR:0.992;95%CI:0.989~0.995)为保护因素。模型C统计量达到0.638(95%CI:0.570~0.704),可见模型具有一定的区分度,使用SAS程序能够得到所需结果。结论 C统计量是评价模型区分度的良好手段,并可以通过SAS程序求得。 Objective C statistics is one of the most widely-used indexes in accessing the discrimination of the Cox proportional hazards regression models. However, the calculation methods for C statistics have been controversial. Our study aims to investigate the calculation of C statistics and its implementation in SAS. Methods To calculate C statistics and its 95% confidence interval ( CI), we used PROC PHREG to predict the survival function, and decided whether the predicted survival probabilities was consistent with the actual survival times. Taking a registry study as an example, we e- valuated the discrimination of a Cox regression model which predicted the 30-day mortality after discharge in patients with a- cute heart failure. Results A total of 2 836 patients were included in the final analysis. Older age ( Unit: years; hazard ratio (HR) : 1. 029; 95% CI: 1. 022-1. 037), lower systolic blood pressure ( Unit: mmHg; HR: 0, 992; 95 % CI: 0. 989- 0. 995) and increased pulse rate ( Unit: beats/min; HR: 1.011 ; 95% CI: 1. 007-1. 014) were all statistically significant predictors for 30-day post-discharge death. The C statistics of the model was 0. 638 (95% CI: 0. 570-0. 704), indicating a certain degree of discrimination. Conclusions C statistics is a good index for accessing the discrimination of Cox regres- sion models, and it can be calculated by SAS programs.
出处 《中华疾病控制杂志》 CAS CSCD 北大核心 2016年第9期953-956,961,共5页 Chinese Journal of Disease Control & Prevention
关键词 统计学 非参数 模型 统计学 流行病学方法 Statistics, the parameters Models, statistical Epidemiologic methods
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  • 1Harrell FE Jr, Kee KL, Mark DB. Multivariable prognostic mod- els: issues in developing models, evaluating assumptions and ade- quacy, and measuring and reducing errors [ J]. Stat Med, 1996, 15(4) :361-387.
  • 2Hosmer DW, Lemeshow S. Applied Logistic Regression [ M ]. 2nd Edition New York: John Wiley & Sons. 2000.
  • 3何帅,李海朋,黄水平.徐州地区缺血性脑卒中患者的电话综合干预研究[J].中华疾病控制杂志,2015,19(3):229-232. 被引量:9
  • 4黄彬鋆,肖静,吴桂云,高月霞,沈康,沈飚.214例肺腺癌患者预后因素分析[J].中华疾病控制杂志,2015,19(8):806-810. 被引量:7
  • 5高月霞,黄彬鋆,吴桂云,沈飚,沈康,肖静.610例Ⅲ、Ⅳ期非小细胞肺癌患者预后生存分析[J].中华疾病控制杂志,2015,19(1):74-77. 被引量:20
  • 6于瀚卿,李笑秋,黄亚玮,孙国平.血小板增多与肺癌患者临床病理特征及其预后的相关性分析[J].中华疾病控制杂志,2015,19(1):78-81. 被引量:7
  • 7DeLong ER, DeLong DM, Clarke-Pearson DL. Comparing the ar- eas under two or more correlated receiver operating characteristic curves: a nonparametric approach [ J]. Biometrics, 1988,44(3) :837-845. P.
  • 8encina MJ, D'gostino RB. Overall C as a measure of discrimina- tion in survival analysis: model specific population value and con- fidence interval estimation [ J]. Stat Mod, 2004,23 ( 13 ) :2109- 2123.
  • 9Breslow N. Covariance Analysis of Censored Survival Data [ J ]. Biometrics, 1974,30( 1 ) : 89-99.
  • 10Eagle KA, Lim M J, Dabbeus OH, et al. A validated prediction model for all forms of acute coronary syndrome: estimating the risk of 6-month postdischarge death in an international registry [ J ]. JAMA, 2004,291 (22) :2727-2733.

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