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中华重症医学电子杂志 ›› 2021, Vol. 07 ›› Issue (04) : 355 -359. doi: 10.3877/cma.j.issn.2096-1537.2021.04.012

重症医学研究

人工神经网络技术预测颅脑损伤患者的预后效果
刘微丽1,(), 张雨嫣2, 孟丽君1, 吴徐峰3, 袁文杰1, 李玉呈1, 韦广发1, 袁锐4   
  1. 1. 225000 扬州大学附属医院重症医学科
    2. 225000 扬州大学医学院临床医学系
    4. 225000 扬州市锐创信息科技有限公司
  • 收稿日期:2021-01-09 出版日期:2021-11-28
  • 通信作者: 刘微丽

Establishing an novel prognostic model of patients with craniocerebral injury by artificial neural network

Weili Liu1,(), Yuyan Zhang2, Lijun Meng1, Xufeng Wu3, Wenjie Yuan1, Yucheng Li1, Guangfa Wei1, Rui Yuan4   

  1. 1. Department of Critical Care Medicine, Affiliated Hospital of Yangzhou University, Yangzhou 225000, China
    2. Jiangsu Institute of Health Emergency Response, Xuzhou Medical University, Xuzhou 221002, China
    3. Yangzhou University School of Medicine, Yangzhou 225000, China
    4. Rui Chuang Information Technology Co., Ltd., Yangzhou 225000, China
  • Received:2021-01-09 Published:2021-11-28
  • Corresponding author: Weili Liu
引用本文:

刘微丽, 张雨嫣, 孟丽君, 吴徐峰, 袁文杰, 李玉呈, 韦广发, 袁锐. 人工神经网络技术预测颅脑损伤患者的预后效果[J]. 中华重症医学电子杂志, 2021, 07(04): 355-359.

Weili Liu, Yuyan Zhang, Lijun Meng, Xufeng Wu, Wenjie Yuan, Yucheng Li, Guangfa Wei, Rui Yuan. Establishing an novel prognostic model of patients with craniocerebral injury by artificial neural network[J]. Chinese Journal of Critical Care & Intensive Care Medicine(Electronic Edition), 2021, 07(04): 355-359.

目的

运用人工神经网络(ANN)技术预测颅脑损伤患者的预后效果。

方法

在已完成的与预后相关的入院指标的二次多项式回归模型研究的基础上,回顾性分析2013年1月至2017年8月入住扬州大学附属医院重症医学科的130例颅脑损伤患者的临床资料,建立基于ANN技术的颅脑损伤患者预后预测模型,同时采用2017年10月至2019年3月46例颅脑损伤患者临床资料进行外部验证,计算其相关系数、敏感度及特异度等参数,并与二次多项式逐步回归模型进行对比分析。

结果

ANN技术建立的颅脑损伤患者预后预测模型,内部验证中,其相关系数为0.8935,不良预后的敏感度为94.8%(55/58),特异度为82.1%(55/67);良好预后的敏感度为95.5%(42/44),特异度为87.5%(42/48)。外部验证中,其相关系数为0.7138,不良预后的敏感度为43.8%(7/16),特异度为100.0%(7/7);良好预后的敏感度为100.0%(26/26),特异度为66.7%(26/39)。

结论

与二次多项回归模型比较,ANN技术建立的预测颅脑损伤患者预后的数学模型的模型拟合程度较高,但对于预后评估的敏感度及特异度,优势不明显。

Objective

To apply an artificial neural network (ANN) in patients with craniocerebral injury to characterize its prognostic ability.

Methods

Based on the completed quadratic polynomial stepwise regression analysis, data of 130 patients with brain injury from January 2013 to August 2017 in the Department of Critical Care Medicine of the Affiliated Hospital of Yangzhou University were collected. A prognostic prediction model was established based on artificial neural network technology. Then the clinical data of 46 patients with craniocerebral injury admitted from October 2017 to March 2019 were used for external verification, the correlation coefficient, sensitivity and specificity were calculated, and compared with the quadratic polynomial stepwise regression model.

Results

Artificial neural network technology could be used to establish a prognosis prediction model for patients with craniocerebral injury. The correlation coefficient was 0.8935. In internal verification, the sensitivity of "poor outcome" (GOS score 1 or 2 points) was 94.8% (55/58), the specificity was 82.1% (55/67); the sensitivity of "good outcome" (GOS score 4 or 5 points) was 95.5% (42/44), and the specificity was 87.5% (42/48). The external verification correlation coefficient was 0.7138, the sensitivity of "poor outcome" was 43.8% (7/16), the specificity was 100.0% (7/7); the sensitivity of "good outcome" was 100.0% (26/26), the specificity was 66.7% (26/39).

Conclusion

The mathematical model established by artificial neural network technology has a better fitting than the quadratic polynomial stepwise regression model for predicting the prognosis of patients with brain injury. However, for the sensitivity and specificity of prognostic evaluation, the neural network model does not show obvious advantages.

表1 神经网络模型变量信息
图1 模型的体系结构注:X1为年龄;X2为APACHEⅡ评分;X3为GCS评分;X4为HR;X5为SBP;X6为影像学出血量;X7为中线偏移;X8为PaO2X9为PaCO2X10为Lac;X11为BG;X12为RASS评分;Y为GOS;APACHEⅡ为急性生理学与慢性健康状况;GCS为格拉斯哥昏迷评分;HR为心率;SBP为收缩压;PaO2为动脉血氧分压;PaCO2为动脉血二氧化碳分压;Lac为乳酸;BG为血糖;RASS为Richmond镇静-躁动评分;GOS为格拉斯哥预后评分
图2 变量重要性排序注:X6为影像学出血量;X10为Lac;X3为GCS评分;X11为BG;X2为APACHEⅡ评分;X1为年龄;X12为RASS评分;X8为PaO2X9为PaCO2X4为HR;X5为SBP;X7为中线偏移
表2 深度神经网络模型与二次多项回归模型预后的敏感度和特异度比较[%(n1/n2)]
表3 深度神经网络模型与二次多项回归模型预后的敏感度和特异度比较[%(n1/n2)]
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