利用三角形的性质对三角形特征进行数据归一化,以达到更好的分类效果

M. S. Azmi, Nur Atikah Arbain, A. Muda, Z. Abas, Zulkiflee Muslim
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引用次数: 11

摘要

几何特征尤其是三角形特征在人脸、指纹、车辆检测和数字识别中得到了广泛的应用。三角形的特征被用来生成有用的特征进行分类处理。近年来,用于数字识别的三角形特征将角度作为特征的一部分。由于角度值与边长比值、边长梯度等特征值之间存在较大差距,影响了精度。为了克服这个问题,可以使用数据规范化来解决这个问题。实验使用现有的归一化技术,如Z-score, Minimax和libSVM尺度函数。使用Z-Score和libSVM尺度函数进行了实验,但与没有归一化的三角形特征相比,分类结果是最差的。因此,提出了一种基于三角形几何性质的归一化方法,可以提高分类结果。本文利用三角形几何的性质,提出了一种新的归一化技术。选取数据集HODA、MNIST、IFHCDB和BANGLA digit进行三角特征提取。然后对提取的特征进行归一化处理,然后使用支持向量机进行分类。结果表明,与其他技术相比,通过适应三角形几何的性质进行归一化可以获得更好的结果。所提出的归一化技术仅适用于有45个特征的笛卡尔平面区域。其他研究人员的基准应该参考我们的25个区域,这些区域给出了三角形几何的225个特征。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Data normalization for triangle features by adapting triangle nature for better classification
Geometry features especially triangle has been widely used in face, fingerprint, vehicle detection and digit recognition. Features from the triangle are used to generate useful features for classification processed. Recently, triangle features used in digit recognition has adopted angle as part of features. This has influenced accuracy due to big gap between angle values and other feature values such as ratio and gradient of sides. To overcome this issue, data normalization can be used to address the issue. Experiments have been made using existing normalization techniques such as Z-score, Minimax and libSVM scale function. Experiments have been conducted using Z-Score and libSVM scale function, but results of classification are worst compared to triangle features without normalization. Thus, the results of classification can be improved by proposed a new technique of normalization based on nature of triangle geometry. In this paper, we have proposed a new normalization technique by adopting the nature of triangle geometry. Datasets HODA, MNIST, IFHCDB and BANGLA digit have been chosen to extract triangle features. Then, we will apply normalization on the extracted features before classify them by using Support Vector Machine. The results shows normalization by adapting the nature of triangle geometry gives better result compared to other techniques. The proposed normalization technique only applies to Cartesian Plane Zone that contributes 45 features. The benchmarking for other researchers should refer to our 25 zones that give 225 features of triangle geometry.
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