细菌检测的非穷举学习

Ferit Akova, E. Hirleman, A. Bhunia, Bartek Rajwa, M. Dundar
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引用次数: 0

摘要

快速检测和分类细菌病原体的技术对确保粮食供应至关重要。最近开发的一种用于实时检测和鉴定多种病原体菌落的光散射传感器,在区分李斯特菌、葡萄球菌、沙门氏菌、弧菌和埃希氏菌的属和种水平的细菌培养方面显示出很大的希望。与传统的检测方法不同,这种新技术不需要标记试剂或生化处理。目前使用该技术的分类方法依赖于监督学习。为了准确地检测和分类细菌病原体,用于训练分类器的训练库应包含所有可能形式的病原体样本。由于某些感染因子具有高突变率的特征,因此构建这样一个训练库即使不是不可能,也是不切实际的。在这项研究中,我们提出了一种贝叶斯方法来推进这种传感器技术,以允许检测训练库中不存在的新类别/亚类别的细菌。使用非详尽的训练库进行学习是一个定义不清的问题。我们假设细菌子类的高斯分布,并实现最大似然分类器。定义了一对基于Wishart分布的共轭先验,并用后验均值估计协方差矩阵。如果可能性的最大值高于指定的阈值,则将新样本分类到现有类集中的一个。如果不是,该样本被认为是一个新颖性,即一个潜在的新类的样本。我们将所提出的方法与基准支持估计技术以及最近提出的模拟贝叶斯建模方法进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Non-exhaustive Learning for Bacteria Detection
Technologies for rapid detection and classification of bacterial pathogens are crucial for securing the food supply. A light-scattering sensor recently developed for real-time detection and identification of colonies of multiple pathogens has shown great promise for distinguishing bacteria cultures at the genus and species level for Listeria, Staphylococcus, Salmonella, Vibrio, and Escherichia. Unlike traditional testing methods, this new technology does not require a labeling reagent or biochemical processing. The classification approach currently used with this technology relies on supervised learning. For an accurate detection and classification of bacterial pathogens, the training library used to train the classifier should consist of samples of all possible forms of the pathogens. Construction of such a training library is impractical if not impossible due to the high mutation rate that characterizes some of the infectious agents. In this study we propose a Bayesian approach to advance this sensor technology to allow for the detection of new classes/subclasses of bacteria, which do not exist in the training library. Learning with a nonexhaustive training library is an ill-defined problem. We assume Gaussian distributions for bacteria subclasses and implement a maximum likelihood classifier. A pair of conjugate priors based on Wishart distribution is defined and the covariance matrices are estimated by the posterior mean. A new sample is classified into one of the existing set of classes if the maximum of the likelihoods is above a designated threshold. If not, the sample is considered a novelty, i.e. a sample of a potentially new class. We compare the proposed approach with a benchmark support estimation technique as well as a simulated Bayesian modelling approach recently proposed.
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