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Finding stable salient contours

机译:寻找稳定的凸轮廓线

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Methods for generating maximally stable extremal regions are generalized to make intensity trees. Such trees may be computed quickly, but they are large so there is a need to select useful nodes within the tree. Methods for simplifying the tree are developed and it is shown that standard confidence tests may be applied to regions identified as parent and child nodes in the tree. These tests provide a principled way to edit the tree and hence control its size. One of the algorithms for simplifying trees is able to reduce the tree size by at least 90% while retaining important nodes. Furthermore the tree can be parsed to identify salient contours which are presented as generalisations of maximally stable extremal regions.
机译:概括了产生最大稳定的末端区域的方法,以制作强度树。这样的树可以被快速计算,但是它们很大,因此需要在树内选择有用的节点。开发了用于简化树的方法,并且显示出标准置信度测试可以应用于被标识为树中的父节点和子节点的区域。这些测试提供了一种原则性的方法来编辑树并因此控制其大小。一种简化树的算法能够在保留重要节点的同时将树的大小至少减少90%。此外,可以对树进行解析以识别显着轮廓,这些轮廓表示为最大稳定极值区域的概括。

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