基于特征的图形分割活动轮廓的高效分割。

Filiz Bunyak, Kannappan Palaniappan
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引用次数: 16

摘要

图分割活动轮廓(GPAC)是最近提出的一种方法,它将基于图的图像分割问题优雅地嵌入到一个连续优化框架中。GPAC可用于基于参数蛇形或隐式水平集的活动轮廓连续范式的图像分割。然而,与许多其他基于图的方法类似,GPAC具有二次内存需求,这严重限制了该算法在实际问题领域的可扩展性。一个N × N的图像需要O(N(4))的计算和内存来创建和存储像素相互关系的完整图,甚至在轮廓优化过程开始之前。例如,一个1024x1024的灰度图像需要超过1tb的内存。使用基于贴图/块或基于超像素的像素多尺度分组的近似方法通过权衡精度来降低这种复杂性。本文描述了一种新的算法,该算法使用与图像大小无关的几千字节的恒定内存需求来实现精确的GPAC算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Efficient Segmentation Using Feature-based Graph Partitioning Active Contours.

Graph partitioning active contours (GPAC) is a recently introduced approach that elegantly embeds the graph-based image segmentation problem within a continuous optimization framework. GPAC can be used within parametric snake-based or implicit level set-based active contour continuous paradigms for image partitioning. However, GPAC similar to many other graph-based approaches has quadratic memory requirements which severely limits the scalability of the algorithm to practical problem domains. An N xN image requires O(N(4)) computation and memory to create and store the full graph of pixel inter-relationships even before the start of the contour optimization process. For example, an 1024x1024 grayscale image needs over one terabyte of memory. Approximations using tile/block-based or superpixel-based multiscale grouping of the pixels reduces this complexity by trading off accuracy. This paper describes a new algorithm that implements the exact GPAC algorithm using a constant memory requirement of a few kilobytes, independent of image size.

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