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基于四元数奇异值的预切片熟猪肉火腿图像有监督神经网络分类

Supervised neural network classification of pre-sliced cooked pork ham images using quaternionic singular values.

机构信息

FRCFT Group, Biosystems Engineering, Agriculture and Food Science Centre, School of Agriculture Food Science and Veterinary Medicine, University College Dublin, Belfield, Dublin 4, Ireland.

出版信息

Meat Sci. 2010 Mar;84(3):422-30. doi: 10.1016/j.meatsci.2009.09.011. Epub 2009 Sep 23.

Abstract

The quaternionic singular value decomposition is a technique to decompose a quaternion matrix (representation of a colour image) into quaternion singular vector and singular value component matrices exposing useful properties. The objective of this study was to use a small portion of uncorrelated singular values, as robust features for the classification of sliced pork ham images, using a supervised artificial neural network classifier. Images were acquired from four qualities of sliced cooked pork ham typically consumed in Ireland (90 slices per quality), having similar appearances. Mahalanobis distances and Pearson product moment correlations were used for feature selection. Six highly discriminating features were used as input to train the neural network. An adaptive feedforward multilayer perceptron classifier was employed to obtain a suitable mapping from the input dataset. The overall correct classification performance for the training, validation and test set were 90.3%, 94.4%, and 86.1%, respectively. The results confirm that the classification performance was satisfactory. Extracting the most informative features led to the recognition of a set of different but visually quite similar textural patterns based on quaternionic singular values.

摘要

四元数奇异值分解是一种将四元数矩阵(彩色图像的表示)分解为四元数奇异向量和奇异值分量矩阵的技术,揭示了有用的特性。本研究的目的是使用一小部分不相关的奇异值作为切片猪肉火腿图像分类的稳健特征,使用有监督的人工神经网络分类器。从爱尔兰通常消费的四种品质的切片熟猪肉火腿(每种品质 90 片)中获取图像,它们具有相似的外观。使用马氏距离和皮尔逊乘积矩相关系数进行特征选择。将六个高度区分的特征用作输入来训练神经网络。采用自适应前馈多层感知器分类器从输入数据集获得合适的映射。训练、验证和测试集的整体正确分类性能分别为 90.3%、94.4%和 86.1%。结果证实分类性能令人满意。提取最具信息量的特征导致基于四元数奇异值识别一组不同但视觉上非常相似的纹理模式。

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