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Multivariate Regression and Discriminant Calibration Models for a Novel Optical Non-Invasive Blood Glucose Measurement Method Named Pulse Glucometry

机译:一种名为脉冲牙型脉动牙菌学的新型光学非侵入性血糖测量方法的多变量回归和判别校准模型

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A novel optical non-invasive in vivo blood glucose concentration (BGL) measurement technique, named "Pulse Glucometry", was combined with a kernel method; support vector machines. The total transmitted radiation intensity (I~λ) and the cardiac-related pulsatile changes superimposed on I~λ in human adult fingertips were measured over the wavelength range from 900 to 1700 nm using a very fast spectrophotometer, obtaining a differential optical density (ΔOD~λ) related to the blood component in the finger tissues. Subsequently, a calibration model using paired data of a family of ΔOD~λs and the corresponding known BGLs was constructed with support vector machines (SVMs) regression instead of using calibration by a conventional primary component regression (PCR) and partial least squares regression (PLS). Secondly, SVM method was applied to make a nonlinear discriminant calibration model for "Pulse glucometry." Our results show that the regression calibration model based on the support vector machines can provide a good regression for the 101 paired data, in which the BGLs ranged from 89.0-219 mg/dl (4.94-12.2 mmol/I). The resultant regression was evaluated by the Clarke error grid analysis and all data points fell within the clinically acceptable regions (region A: 93%, region B: 7%). The discriminant calibration model using SVMs also provided a good result for classification (accuracy rate 84% in the best case).
机译:一种新的光学无侵入性,具有命名为“脉冲凝血物”的体内血糖浓度(BGL)测量技术,与籽粒法相结合;支持矢量机器。总透射的辐射强度(I〜λ)和心脏相关搏动变化叠加在I〜在人类成人指尖λ测定在波长范围从900至1700纳米使用一个非常快的分光光度计,获得差分光密度(ΔOD 〜λ)在手指的组织相关的血液成分。 ΔOD为λs的〜家庭和相应的已知BGLs的随后,校准模型采用配对数据用支持向量机(SVM)回归,而不是使用校准用常规主成分回归(PCR)和偏最小二乘回归构造(PLS )。其次,施加SVM方法使一个非线性判别校准模型“脉冲glucometry”。我们的研究结果表明,基于支持向量机回归校准模型可以为101个配对数据良好的回归,其中BGLs从89.0-219范围毫克/分升(4.94-12.2毫摩尔/ I)。通过Clarke误差网格分析评估所得回归,所有数据点均落在临床上可接受的区域(区域A:93%,区域B:7%)。使用支持向量机的判别校准模型还提供用于分类(准确率在最好的情况下84%)了良好的效果。

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