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Hypergraph imaging: an overview

机译:超图成像:概述

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摘要

Hypergraph theory as originally developed by Berge (Hypergraphe, Dunod, Pat-is, 1987) is a theory of finite combinatorial sets, modeling lot of problems of operational research and combinatorial optimization. This framework turns out to be very interesting For many other applications, in particular for computer vision. In this paper, we are going to survey the relationship between combinatorial sets and image processing. More precisely, we propose an overview of different applications from image hypergraph models to image analysis. It mainly focuses on the combinatorial representation of an image and shows the effectiveness of this approach to low level image processing; in particular to segmentation, edge detection and noise cancellation, (C) 2001 Pattern Recognition Society. Published by Elsevier Science Ltd. All rights reserved. [References: 26]
机译:最早由Berge(Hypergraphe,Dunod,Pat-is,1987)开发的超图理论是有限组合集的理论,它对运筹学和组合优化的许多问题进行建模。对于许多其他应用程序,特别是对于计算机视觉来说,该框架非常有趣。在本文中,我们将研究组合集与图像处理之间的关系。更准确地说,我们提出了从图像超图模型到图像分析的不同应用的概述。它主要集中于图像的组合表示,并显示了这种方法在低级图像处理中的有效性。特别是在分割,边缘检测和噪声消除方面,(C)2001年模式识别学会。由Elsevier Science Ltd.出版。保留所有权利。 [参考:26]

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