当前位置:首页 / 基于机器学习和Logistic回归模型的豹纹状眼底高度近视患者病理性近视风险预测模型的构建
论著·临床研究 | 更新时间:2026-10-12
|
基于机器学习和Logistic回归模型的豹纹状眼底高度近视患者病理性近视风险预测模型的构建
Construction of risk prediction model for pathologic myopia in patients with high myopia in fundus tessellation based on machine learning and Logistic regression model

广西医学 页码:1293-1304

作者机构:左慧懿,博士,主治医师,研究方向为高度近视、视网膜疾病。

基金信息:广西自然科学基金(2024GXNSFAA010322);广西壮族自治区卫生健康委员会自筹经费科研课题(Z20210589);广西医科大学2025年大学生创新训练计划立项项目(X202510598324)

DOI:10.11675/j.issn.0253⁃4304.2026.09.07

  • 中文简介
  • 英文简介
  • 参考文献

目的 运用机器学习和Logistic回归模型构建豹纹状眼底高度近视患者病理性近视风险预测模型。方法 收集2023年5月至2024年4月(n=418,开发数据集)及2024年9月至2024年11月(n=98,外部验证集)某医院眼科诊断为豹纹状眼底高度近视患者的临床资料,包括人口学特征、用眼习惯、近视家族史、眼科检查结果等。将开发数据集按8∶2比例随机分为训练集(n=333)和内部验证集(n=85)。基于训练集数据,运用随机森林、梯度提升决策树、极端梯度提升3种机器学习算法进行变量筛选,并结合变量聚类分析确定最终候选预测变量,纳入Logistic回归模型构建病理性近视风险预测模型。利用内部验证集和外部验证集评估模型的预测性能。结果 共筛选出眼轴长度、角膜曲率、视盘周围萎缩面积、年龄、体重指数、等效球镜度数、视盘倾斜比值7个最终候选预测变量,所构建的病理性近视风险预测模型公式为P=[e-12.390-4.040×视盘倾斜比值+0.657×眼轴长度+0.148×视盘周围萎缩面积-0.212×等效球镜度数-0.127×角膜曲率+0.020×年龄+0.055×体重指数1+ee-12.390-4.040×视盘倾斜比值+0.657×眼轴长度+0.148×视盘周围萎缩面积-0.212×等效球镜度数-0.127×角膜曲率+0.020×年龄+0.055×体重指数]。眼轴长度、等效球镜度数及视盘倾斜比值与豹纹状眼底高度近视患者病理性近视独立相关。该模型在内部验证集、外部验证集中的受试者工作特征曲线下面积分别为0.877、0.760,预测性能良好。结论 眼轴长度、等效球镜度数及视盘倾斜比值是豹纹状眼底高度近视患者病理性近视的独立影响因素。基于机器学习筛选的7个候选预测变量并结合Logistic回归模型构建的病理性近视风险预测模型具有较好的判别能力和可解释性,可为豹纹状眼底高度近视患者病理性近视的风险评估和早期筛查提供辅助参考。

Objective To construct the risk prediction model for pathologic myopia in patients with high myopia in fundus tessellation by employing machine learning and Logistic regression model. Methods Clinical data of patients with high myopia in fundus tessellation, who were diagnosed at the Ophthalmology Department of a hospital between May 2023 and April 2024 (n=418, development dataset), and between September 2024 and November 2024 (n=98, external validation set), including demographic characteristics, eye usage habits, family history of myopia, and ophthalmic examination results, were collected. The development dataset was randomly divided into training set (n=333) or internal validation set (n=85) at a ratio of 8∶2. Based on the training set data, three machine learning algorithms (random forest, gradient boosting decision tree, and extreme gradient boosting) were used to screen variables, and combined with variable clustering analysis, the final candidate predictor variables were determined, which were included in the Logistic regression model to construct the pathologic myopia risk prediction model. Predictive performance of the model was evaluated using the internal and external validation sets. Results Seven candidate predictor variables, including axial length, corneal curvature, peripapillary atrophy area, age, body mass index, spherical equivalent, and optic disc tilt ratio, were finally screened. The formula for predicting the risk of pathologic myopia was 

P=[e-12.390-4.040×optic disc tilt ratio+0.657×axial length+0.148×peripapillary atrophy area-0.212×spherical equivalent-0.127×corneal curvature+0.020×age+0.055×body mass index1+ee-12. 390-4.040×optic disc tilt ratio+0.657×axial length+0.148×peripapillary atrophy area-0.212×spherical equivalent-0.127×corneal curvature+0.020×age+0.055× body mass index] Axial length, spherical equivalent and optic disc tilt ratio were independently associated with pathologic myopia in patients with high myopia in fundus tessellation. The area under the receiver operating characteristic curve of the model in the internal validation set and the external validation set was 0.877 and 0.760, respectively, which exhibited good prediction performance. Conclusion Axial length, spherical equivalent, and optic disc tilt ratio are independent influencing factors for pathologic myopia in highly myopic patients with fundus tessellation. The pathologic myopia risk prediction model based on 7 candidate predictor variables screened by machine learning combined with Logistic regression model has good discriminative ability and interpretability, which can provide auxiliary reference for the risk assessment and early screening of pathologic myopia in patients with high myopia in fundus tessellation.

    无

7

浏览量

1

下载量

0

CSCD

工具集