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基于链式方程填补的前列腺癌logistic判别分析

Logistic Discriminant Analysis in Diagnosing Prostate Cancer Based on Chained Equation
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摘要 目的应用基于链式方程的填补方法处理医学研究中的数据缺失,并以填补后完全数据构建联合指标的logistic判别函数,判断其在前列腺癌的预测诊断中的应用价值。方法采用模拟研究,针对现实数据缺失情况模拟不同填补集结果,并以此对现实数据进行填补,以完整数据构建logistic判别,进行分析预测。结果填补结果随着填补次数的增加而逐渐接近真实值并趋于稳定。联合年龄、血清前列腺特异性抗原值、血流阻力指数及经直肠前列腺超声检查指标的logistic判别分析结果的灵敏度为82.39%,特异度为74.86%。结论联合指标分析可提高前列腺癌的诊断预测水平,以减轻患者穿刺痛苦。 Objective To predict the application value of logistic discriminant analysis in prostate cancer diagnosis by constructing logistic discriminant function using multiple imputation by chained equation to deal with missing data in medical research.Methods In view of the the present missing data,we simulated different imputed results to impute the data,and then constructed logistic discriminant analysis for predicting.Results More imputations,closer the results were to the true value,and the results also tended to be stable.Combined with age,serum PSA,resistance index and transrectal prostatic ultrasonography index,the sensitivity of logistic discriminant analysis results was 82.39%,and specificity was 74.86%.Conclusion Combined index analysis can improve the diagnosis of prostate cancer prediction level,so as to alleviate the puncture pain of patients.
出处 《华西医学》 CAS 2013年第2期200-203,共4页 West China Medical Journal
基金 四川省科技厅应用基础研究(2009JY0020)~~
关键词 链式方程 多重填补 前列腺癌 Logistic判别 Chained equation Multiple imputation Prostate cancer Logistic discrimination
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  • 1Little RJA, Rubin DB. Statistical analysis with missing data (Wileyseries in probability and mathematical statistics)[M]. New York:Wiley John & Sons, 1987: 209-214.
  • 2Graham JW. Missing data analysis: making it work in the realworld[J]. Annu Rev Psychol, 2009,60: 549-576.
  • 3White IR, Royston P, Wood AM. Multiple imputation using chainedequations: issues and guidance for practice[J]. Stat Med, 2011,30(4):377-399.
  • 4Lee KJ, Carlin JB, Multiple imputation for missing data: fullyconditional specification versus multivariate normal imputation[J].Am J Epidemiol, 2010,171(5): 624-632.
  • 5Van Buuren S, Boshuizen HC, Knook DL. Multiple imputation ofmissing blood pressure covariates in survival analysis[J]. Stat Med,1999,18(6): 681-694.
  • 6Van Buuren S. Multiple imputation of discrete and continuous databy fully conditional specification[J]. Stat Methods Med Res, 2007,16(3):219-242.
  • 7Azur MJ, Stuart EA, Frangakis C, et al. Multiple imputation bychained equations:what is it and how does it work. [J]. Int J MethodsPsychiatr Res, 2011,20(1): 40-49.
  • 8Graham JW, Olchowski AE, Gilreath TD. How many imputations arereally needed. Some practical clarifications of multiple imputationtheory[J]. Prev Sci, 2007,8(3): 206-213.
  • 9孙颖浩.我国前列腺癌的研究现状[J].中华泌尿外科杂志,2004,25(2):77-80. 被引量:356
  • 10Siegel R, Naishadham D, Jemal A. Cancer statistics, 2013[J]. CACancer J Clin, 2013, 63(1): 11-30.

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