心血管造影必要性的决策支持模型——广义加性和逻辑回归模型的结果

Q4 Medicine
Fatemeh Rezaeisharif, A. Saki, A. Taghipour, M. Tajfard
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引用次数: 0

摘要

血管造影是冠状动脉疾病(CAD)诊断的金标准。这是一种侵入性手术,有一些并发症。此外,一些患者出于恐惧、高费用和对医生诊断失去信任等原因拒绝血管造影。这个测试的阴性结果超过三分之一。因此,建立冠心病风险的统计预测模型,作为循证支持系统,可以帮助医患双方决定是否需要进行血管造影。目的:在这项研究中,我们的目的是找到一个基于证据的支持模型,以决定在初步检查后由医生进行血管造影的候选人是否需要进行血管造影。方法:本研究纳入了1187例转诊至马什哈德医科大学Ghaem医院并在初步检查后得到医生诊断的患者。人口统计数据、血脂和血糖水平以及潜在疾病史是统计模型拟合中研究的变量。最初,广义加性模型被单一地用于定量预测,然后通过对预测变量进行正确的变换,我们将它们同时输入逻辑和计数回归模型中。使用R软件将这两种模型拟合到数据中,然后比较预测精度。结果:广义加性模型显示CAD与hs-CRP水平的关系不是单调的。探索性分析显示,62%的hs-CRP水平<3的人和50%的hs-CRP水平在3 - 6之间的人患有CAD。在6-8之间,冠心病发生率最高(93%),但随着hs-CRP水平升高至8以上,冠心病发生率下降至70%。年龄与冠心病风险呈s型关系。FBS正常的糖尿病受试者与空腹血糖正常的非糖尿病受试者发生冠心病的风险相等。两种模型的年龄、性别、糖尿病、FBS、hs-CRP差异均有统计学意义(p <0.05)。logistic模型的ROC曲线下面积升级为81。结论:本探索性研究最重要的发现是,在232例hs-CRP水平在6 ~ 8之间的患者中,有217例(93%)发生冠状动脉闭塞,这些患者冠状动脉闭塞的概率为0.93。本研究还表明,如果糖尿病患者的血糖得到控制,那么这种疾病不会成为冠状动脉闭塞患者的危险因素。建议本研究提出的逻辑回归模型作为支持血管造影必要性决策的最终模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Decision Support Model for the Necessity of Cardio-Angiography, A Result of Generalized Additive and logistic Regression Model
Introduction: Angiography is used as the gold standard for diagnosis of coronary artery disease (CAD). It is an invasive procedure and has several complications. Also, some patients refuse angiograms for reasons such as fear, high cost, and loss of trust in physician diagnosis. The negative results of this test is more than a third. Therefore, having a statistical predictive model for estimating the risk of CAD, as an evidence-based support system, can help the physician and patient decide on the necessity of angiography. Aims: In this study we aimed to find an evidence-based supportive model for decision making on the necessity of angiography in people who were candidates for angiography by the physician after initial tests. Methods: In this study, 1187 patients who had been referred to Ghaem Hospital of Mashhad University of Medical Sciences and diagnosed with physicians after initial tests were enrolled. Demographic data, lipid and blood sugar levels, and the history of underlying disorders were variables that were studied in the statistical model fitting. Initially, generalized additive models were used singularly for quantitative predictors, then by applying right transformations on the predictor variables we entered them simultaneously in logistic and count regression models. These two models were fitted to the data using R software and then compared in terms of predictive accuracy. Findings: Generalized additive models showed that the relationship between CAD with the hs-CRP level was not monotone. Exploratory analyzes showed that 62% of people with hs-CRP level <3 and 50% of people with hs-CRP levels between 3 and 6 were suffered from the CAD. The highest rate of CAD was seen in the range of 6-8 (93%) but with increasing the hs-CRP level to above 8 it decreased to 70%. The relationship between age and the risk of CAD was S-shaped. Risk of CAD in diabetic subjects with normal FBS was equal to that of nondiabetic subjects with normal fasting blood sugar. The age, gender, diabetes, FBS, and hs-CRP were significant in both models (p <0.05). The area under the ROC curve was upgraded to 81 for the logistic model. Conclusion: The most important finding of this exploratory study was that out of 232 patients with hs-CRP level between 6 to 8, 217 (93%) had coronary artery occlusion, for these subjects the probability of occluding a coronary artery was 0.93. The present study also showed that if the blood sugar is controlled in patients with diabetes, then this disease will not be a risk factor for patients with coronary artery occlusion. The logistic regression model presented in this study is recommended as the final model to support decision-making about the necessity of angiography.
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