Liu Runmin, Li Guangjun, Gao Ming, Cai Weiwei, Ning Xin
College of Sports Engineering and Information Technology, Wuhan Sports University, Wuhan, China.
College of Sports Science and Technology, Wuhan Sports University, Wuhan, China.
Front Aging Neurosci. 2022 May 25;14:916020. doi: 10.3389/fnagi.2022.916020. eCollection 2022.
Alzheimer's disease (AD) is a progressive dementia in which the brain shrinks as the disease progresses. The use of machine learning and brain magnetic resonance imaging (MRI) for the early diagnosis of AD has a high probability of clinical value and social significance. Sparse representation classifier (SRC) is widely used in MRI image classification. However, the traditional SRC only considers the reconstruction error and classification error of the dictionary, and does not consider the global and local structural information between images, which results in unsatisfactory classification performance. Therefore, a large margin and local structure preservation sparse representation classifier (LMLS-SRC) is developed in this manuscript. The LMLS-SRC algorithm uses the classification large margin term based on the representation coefficient, which results in compactness between representation coefficients of the same class and a large margin between representation coefficients of different classes. The LMLS-SRC algorithm uses local structure preservation term to inherit the manifold structure of the original data. In addition, the LMLS-SRC algorithm imposes the ℓ -norm on the representation coefficients to enhance the sparsity and robustness of the model. Experiments on the KAGGLE Alzheimer's dataset show that the LMLS-SRC algorithm can effectively diagnose non AD, moderate AD, mild AD, and very mild AD.
阿尔茨海默病(AD)是一种进行性痴呆症,随着病情发展大脑会萎缩。利用机器学习和脑磁共振成像(MRI)对AD进行早期诊断具有很高的临床价值和社会意义。稀疏表示分类器(SRC)在MRI图像分类中被广泛应用。然而,传统的SRC仅考虑字典的重构误差和分类误差,而未考虑图像之间的全局和局部结构信息,导致分类性能不尽人意。因此,本文提出了一种大间隔局部结构保持稀疏表示分类器(LMLS-SRC)。LMLS-SRC算法基于表示系数使用分类大间隔项,使得同一类别的表示系数之间紧凑,不同类别的表示系数之间间隔大。LMLS-SRC算法使用局部结构保持项来继承原始数据的流形结构。此外,LMLS-SRC算法对表示系数施加ℓ -范数以增强模型的稀疏性和鲁棒性。在KAGGLE阿尔茨海默病数据集上的实验表明,LMLS-SRC算法能够有效诊断非AD、中度AD、轻度AD和极轻度AD。