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OBJECT-SPECIFIC FEATURE EXTRACTION VIA MARKOV RANDOM FIELDS DERIVED FROM 0TH-ORDER SIGMA-TREE SEGMENTATIONS

机译:通过Markov随机字段从0th序列Sigma树分段派生的对象特定的功能提取

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Sigma-Trees associated with residual vector quantization (RVQ) has been used for image-driven data mining to detect features and objects in a digital image with a degree of success. RVQ methods based on sigma-tree structures have been designed to implement successive refinement of information for image segmentation. In such implementations, RVQ based novel methods are devised for pixel-block mining, pattern similarity scoring, class label assignments and attribute mining (Barnes, 2007a). Direct sum sigma-tree structures are used for near-neighbor similarity scoring. The variable bit-plane data representations produced by sigma-tree structures not only provides an approach for image content segmentation and a structure for formulation of Bayesian classification, but also offers a solution to the challenge of high computational costs involved in pixel-block similarity searching. Such sigma-tree based multi-stage RVQ classifiers have yielded promising image-content segmentation/classification yielding fine-grained features extraction. This ability to produce fine-grained features has been exploited in object detection applications. However, in the context of object identification the methods have been applied heuristically on single stages of the multi-stage sigma-tree based direct sum successive refinement data representation. As a result, object detection with optimal rejection of false alarm is not guaranteed. Gibbs random field (GRF), also known as Markov random field (MRF), provides a joint probabilistic framework to model the object identification task in digital images. As a result, the image segmentation task can be solved optimally in the maximum aposteriori probabilistic (MAP) sense. Thus, the advantages of the sigma-tree based RVQ classifier to provide fine-grained feature extractions for object of interest can be exploited with an MRF-based model of the object. This paper demonstrates the use of MRF on a 0th order output of the sigma-tree based RVQ for the purpose of object detection.
机译:与剩余矢量量化相关的Σ-树(RVQ)已被用于图像驱动数据挖掘以检测数字图像中的特征和对象,其成功程度。基于Sigma树结构的RVQ方法旨在实现连续改进图像分割信息。在这种实现中,基于RVQ的新颖方法设计了像素块挖掘,模式相似度评分,类标签分配和属性挖掘(Barnes,2007a)。直接总和Sigma树结构用于近邻居的相似度评分。由Sigma-Tree结构产生的可变位平面数据表示不仅提供了一种用于图像内容分割的方法和用于制定贝叶斯分类的结构,而且还提供了对诸如像素块相似性搜索中涉及的高计算成本的挑战的解决方案。这种基于Sigma树的多阶段RVQ分类器已经产生了有希望的图像含量分割/分类,产生细粒度的提取。在物体检测应用中,这种产生细粒度特征的能力已经利用。但是,在对象识别的背景下,该方法已经启发式应用于基于多级Sigma树的直接和连续细化数据表示的单个阶段。结果,不保证具有最佳抑制错误警报的对象检测。 Gibbs随机字段(GRF),也称为Markov随机字段(MRF),提供联合概率框架,以在数字图像中模拟对象识别任务。结果,图像分割任务可以在最大的Aposteriori概率(MAP)意义上最佳地解决。因此,基于Sigma树的RVQ分类器的优点可以利用基于MRF的对象的MRF的模型来利用感兴趣对象提供细粒度特征提取。本文展示了MRF在基于Sigma树的第0阶输出上的使用,用于对象检测的目的。

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