首页> 外文期刊>Journal of mechanics in medicine and biology >HIERARCHICAL ANALYSIS AND CLASSIFICATION OF ASYMPTOMATIC AND KNEE OSTEOARTHRITIS GAIT PATTERNS USING A WAVELET REPRESENTATION OF KINETIC DATA AND THE NEAREST NEIGHBOR CLASSIFIER
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HIERARCHICAL ANALYSIS AND CLASSIFICATION OF ASYMPTOMATIC AND KNEE OSTEOARTHRITIS GAIT PATTERNS USING A WAVELET REPRESENTATION OF KINETIC DATA AND THE NEAREST NEIGHBOR CLASSIFIER

机译:利用运动数据和最近邻点分类器的小波表示对无症状和膝骨关节炎的步态模式进行分层分析和分类

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The purpose of this study is twofold: (1) to develop a classification method to distinguish between asymptomatic (AS) and knee osteoarthritis (OA) gait patterns using ground reaction force (GRF) measurements, and (2) to investigate OA severity within OA gait patterns. Features were first extracted from the GRF vectors to be used for classification. We investigated a two-level hierarchical classification and analysis method using the nearest neighbor rule. At the first level, the GRF data were classified into two classes: AS and OA. At the second level, the GRF data of OA patients were classified according to the pathology severity. The OA patients were grouped into two OA severity categories according to the Kellgren and Lawrence (KL) scale: KL 1 and KL 2 for one category, and KL 3 and KL 4 for the other. Experiments were conducted using data of 42 cases, 16 AS and 26 pathological. The method discriminated between AS and OA subjectswith an accuracy of 38 of 42 cases, and assessed the severity correctly with an accuracy of 20 of 26 cases. These results demonstrated the validity of both, the feature and the classifier, for automatic classification of AS and knee OA gait patterns and for analysis of OA severity.
机译:这项研究的目的是双重的:(1)开发一种分类方法,以通过地面反作用力(GRF)测量来区分无症状(AS)和膝骨关节炎(OA)步态模式,以及(2)研究OA中OA的严重程度步态模式。首先从GRF向量中提取特征以用于分类。我们研究了使用最近邻居规则的两级分层分类和分析方法。在第一层,GRF数据分为两类:AS和OA。在第二级,根据病理严重程度对OA患者的GRF数据进行分类。根据Kellgren和Lawrence(KL)量表,将OA患者分为两类OA严重程度类别:一类为KL 1和KL 2,另一类为KL 3和KL 4。使用42例,16例AS和26例病理数据进行实验。该方法以42例中的38例正确区分AS和OA受试者,并以26例中的20例正确评估严重程度。这些结果证明了特征和分类器对于AS和膝OA步态模式的自动分类以及OA严重性分析的有效性。

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