基于多尺度局部自相关特征的纹理结构分类与深度估计

Yousun Kang, O. Hasegawa, H. Nagahashi
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引用次数: 5

摘要

虽然有些图像纹理可以随比例变化,但有些则不能。我们着重研究了一种确定纹理强度变化敏感性的多尺度特征。提出了一种基于高阶局部自相关函数提取多尺度特征的纹理结构分类和深度估计新方法。多尺度特征由分布的均值和方差组成,这些分布是根据多尺度从自相关特征向量中提取出来的。为了降维特征向量,我们在自相关特征空间中使用主成分分析(PCA)。每个训练图像纹理在约简PCA特征空间中生成自己的多尺度模型,将纹理图像的测试投影到训练数据的齐次PCA空间中。实验结果表明,所提出的多尺度特征不仅可以用于纹理分类,还可以用于具有纹理梯度的二维图像的深度估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Texture Structure Classification and Depth Estimation using Multi-Scale Local Autocorrelation Features
While some image textures can be changed with scale, others cannot. We focus on a multi-scale features of determing the sensitivity of the texture intensity to change. This paper presents a new method of texture structure classification and depth estimation using multi-scale features extracted from a higher order of the local autocorrelation functions. Multi-scale features consist of the meansand variances of distributions, which are extracted from theautocorrelation feature vectors according to multi-level scale. In order to reduce dimensional feature vectors, we employ the Principal Component Analysis (PCA) in the autocorrelation feature space. Each training image texture makes its own multi-scale model in a reduced PCA feature space, and the test of the texture image is projected in the homogeneous PCA space of the training data. The experimental results show that the proposed multi-scale feature can be utilized notonly for texture classification, but also depth estimation in two dimensional images with texture gradients.
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