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Hierarchical Multiple Markov Chain Model for Unsupervised Texture Segmentation

机译:无监督纹理分割的分层多重马尔可夫链模型

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摘要

In this paper, we present a novel multiscale texture model and a related algorithm for the unsupervised segmentation of color images. Elementary textures are characterized by their spatial interactions with neighboring regions along selected directions. Such interactions are modeled, in turn, by means of a set of Markov chains, one for each direction, whose parameters are collected in a feature vector that synthetically describes the texture. Based on the feature vectors, the texture are then recursively merged, giving rise to larger and more complex textures, which appear at different scales of observation: accordingly, the model is named Hierarchical Multiple Markov Chain (H-MMC). The Texture Fragmentation and Reconstruction (TFR) algorithm, addresses the unsupervised segmentation problem based on the H-MMC model. The “fragmentation” step allows one to find the elementary textures of the model, while the “reconstruction” step defines the hierarchical image segmentation based on a probabilistic measure (texture score) which takes into account both region scale and inter-region interactions. The performance of the proposed method was assessed through the Prague segmentation benchmark, based on mosaics of real natural textures, and also tested on real-world natural and remote sensing images.
机译:在本文中,我们提出了一种新颖的多尺度纹理模型和用于彩色图像无监督分割的相关算法。基本纹理的特征在于它们与沿选定方向的相邻区域的空间交互作用。依次通过一组马尔可夫链(每个方向对应一个)对此类相互作用进行建模,其马尔可夫链的参数收集在综合描述纹理的特征向量中。然后,基于特征向量,将纹理递归合并,从而生成更大且更复杂的纹理,这些纹理在不同的观察范围内出现:因此,该模型被称为层次多重马尔可夫链(H-MMC)。纹理碎片和重建(TFR)算法基于H-MMC模型解决了无监督的分割问题。 “碎片化”步骤允许人们找到模型的基本纹理,而“重建”步骤则基于考虑区域比例和区域间相互作用的概率测度(纹理分数)来定义分层图像分割。通过布拉格分割基准,基于真实自然纹理的镶嵌,对所提出方法的性能进行了评估,并在真实世界的自然和遥感图像上进行了测试。

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