Tree-structured clustered probability models for texture

Rosalind W. Picard, Ashok Popat
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Abstract

Summary form only given, as follows. A cluster-based probability model has been found to perform extremely well at capturing the complex structures in natural textures (e.g., better than Markov random field models). Its success is mainly due to its ability to handle high dimensionality, via large conditioning neighborhoods over multiple scales, and to generalize salient characteristics from limited training data. Imposing a tree structure on this model provides not only the benefit of reducing computational complexity, but also a new benefit, the trees are mutable, allowing us to mix and match models for different sources. This flexibility is of increasing importance in emerging applications such as database retrieval for sound, image and video.
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纹理的树结构聚类概率模型
仅给出摘要形式,如下。基于聚类的概率模型在捕获自然纹理中的复杂结构方面表现得非常好(例如,优于马尔可夫随机场模型)。它的成功主要是由于其处理高维的能力,通过在多个尺度上的大条件反射邻域,并从有限的训练数据中概括出显著特征。在该模型上施加树形结构不仅可以降低计算复杂性,而且还有一个新的好处,即树是可变的,允许我们混合和匹配不同来源的模型。这种灵活性在诸如声音、图像和视频的数据库检索等新兴应用中越来越重要。
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