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A comparison of the performances of an artificial neural network and a regression model for GFR estimation

机译:人工神经网络和GFR估计回归模型的性能比较

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Background Accurate estimation of glomerular filtration rate (GFR) is important in clinical practice. Current models derived from regression are limited by the imprecision of GFR estimates. We hypothesized that an artificial neural network (ANN) might improve the precision of GFR estimates. Study Design A study of diagnostic test accuracy. Setting & Participants 1,230 patients with chronic kidney disease were enrolled, including the development cohort (n = 581), internal validation cohort (n = 278), and external validation cohort (n = 371). Index Tests Estimated GFR (eGFR) using a new ANN model and a new regression model using age, sex, and standardized serum creatinine level derived in the development and internal validation cohort, and the CKD-EPI (Chronic Kidney Disease Epidemiology Collaboration) 2009 creatinine equation. Reference Test Measured GFR (mGFR). Other Measurements GFR was measured using a diethylenetriaminepentaacetic acid renal dynamic imaging method. Serum creatinine was measured with an enzymatic method traceable to isotope-dilution mass spectrometry. Results In the external validation cohort, mean mGFR was 49 ± 27 (SD) mL/min/1.73 m2 and biases (median difference between mGFR and eGFR) for the CKD-EPI, new regression, and new ANN models were 0.4, 1.5, and -0.5 mL/min/1.73 m2, respectively (P 0.001 and P = 0.02 compared to CKD-EPI and P 0.001 comparing the new regression and ANN models). Precisions (IQRs for the difference) were 22.6, 14.9, and 15.6 mL/min/1.73 m2, respectively (P 0.001 for both compared to CKD-EPI and P 0.001 comparing the new ANN and new regression models). Accuracies (proportions of eGFRs not deviating 30% from mGFR) were 50.9%, 77.4%, and 78.7%, respectively (P 0.001 for both compared to CKD-EPI and P = 0.5 comparing the new ANN and new regression models). Limitations Different methods for measuring GFR were a source of systematic bias in comparisons of new models to CKD-EPI, and both the derivation and validation cohorts consisted of a group of patients who were referred to the same institution. Conclusions An ANN model using 3 variables did not perform better than a new regression model. Whether ANN can improve GFR estimation using more variables requires further investigation.
机译:背景技术肾小球滤过率(GFR)的准确估算在临床实践中很重要。从回归得出的当前模型受到GFR估算值的不精确性的限制。我们假设人工神经网络(ANN)可以提高GFR估算的精度。研究设计研究诊断测试的准确性。设置与参与者1,230名患有慢性肾脏疾病的患者,包括发育队列(n = 581),内部验证队列(n = 278)和外部验证队列(n = 371)。指数测试使用新的ANN模型和新的回归模型估算GFR(eGFR),该模型使用年龄,性别和在开发和内部验证队列中得出的标准血清肌酐水平以及CKD-EPI(慢性肾脏病流行病学协作)2009肌酐方程。参考测试测得的GFR(mGFR)。其他测量GFR使用二亚乙基三胺五乙酸肾动态成像方法测量。用可追溯至同位素稀释质谱的酶法测定血清肌酐。结果在外部验证队列中,平均mGFR为49±27(SD)mL / min / 1.73 m2,CKD-EPI,新回归和新ANN模型的偏差(mGFR和eGFR的中位数差异)为0.4、1.5,分别为-0.5 mL / min / 1.73 m2(与CKD-EPI相比,P <0.001和P = 0.02,与新回归模型和ANN模型相比,P <0.001)。精度(差异的IQR)分别为22.6、14.9和15.6 mL / min / 1.73 m2(与CKD-EPI相比,两者均P <0.001,与新的ANN和新的回归模型相比,P <0.001)。准确性(eGFR与mGFR的偏离不超过30%的比例)分别为50.9%,77.4%和78.7%(与CKD-EPI相比,P <0.001,与新的ANN和新的回归模型相比,P = 0.5)。局限性在比较新模型与CKD-EPI时,不同的GFR测量方法是系统偏倚的来源,并且推导和验证队列均由一组转诊至同一机构的患者组成。结论使用3个变量的ANN模型没有比新的回归模型更好。 ANN是否可以使用更多变量来改善GFR估计还需要进一步研究。

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