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Nonlinear gain in online prediction of blood glucose profile in type 1 diabetic patients

机译:在线预测1型糖尿病患者血糖分布的非线性增益

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The blood glucose metabolism of a diabetic is a complex nonlinear process closely linked to a number of internal factors which are not easily accessible to measurements. Based on accessible information -such as continuous glucose monitoring (CGM) measurements and information on the amount of ingested carbohydrates and of delivered insulin-the system appears highly stochastic and the quantity of main interest, the blood glucose concentration, is very difficult to model and to predict. In this paper, we approximate the glucose-insulin system by a linear model with physiologically derived input signals. Considering the time varying characteristics of this system, a normalized least mean squares (NLMS) algorithm with an optimized variable gain is utilized for the recursive estimation of the model coefficients, and its resulting mean square error (MSE) convergence property is investigated. Our experimental results (15 Type 1 diabetic patients) were analyzed from a modeling theory, and also from a clinical point of view using Continuous Glucose-Error Grid Analysis (CG-EGA).
机译:糖尿病患者的血糖代谢是一个复杂的非线性过程,与许多内部因素密切相关,而这些内部因素很难通过测量获得。根据可访问的信息(例如连续葡萄糖监测(CGM)测量以及有关摄入的碳水化合物和所输送的胰岛素的数量的信息),该系统看起来是高度随机的,并且主要关注的数量(血糖浓度)很难建模和建模。进行预测。在本文中,我们通过具有生理学派生输入信号的线性模型来近似葡萄糖-胰岛素系统。考虑到该系统的时变特性,将具有优化可变增益的归一化最小均方(NLMS)算法用于模型系数的递归估计,并研究其最终的均方误差(MSE)收敛性。我们的实验结果(15名1型糖尿病患者)是从建模理论以及使用连续葡萄糖误差网格分析(CG-EGA)的临床角度进行分析的。

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