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Morse operators for digital planar surfaces and their application to image segmentation

机译:数字平面莫尔斯算子及其在图像分割中的应用

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This paper introduces the concept of digital planar surfaces and corresponding Morse operators. These operators offer a novel and powerful method for construction and de-construction of such surfaces in a way that global topological control of the resulting object is always maintained. In that respect, this paper offers a complete pixel characterization tool. Image handling is a natural application for such approach. We present a novel fast algorithm for image segmentation using Morse operators for digital planar surfaces. It classifies as a region growing technique with added topological control and is extremely useful for applications that need proper object description. Results from real data are stimulating, and show that the segmentation algorithm compares very well with other methods. The topological approach also forms a base for future expansion to applications such as volume segmentation.
机译:本文介绍了数字平面和相应的莫尔斯算子的概念。这些运算符提供了一种新颖而强大的方法来构造和解构此类曲面,从而始终保持对生成对象的全局拓扑控制。在这方面,本文提供了完整的像素表征工具。图像处理是这种方法的自然应用。我们提出了一种新颖的快速算法,该算法使用莫尔斯算子对数字平面进行图像分割。它被归类为具有附加拓扑控制的区域增长技术,对于需要正确描述对象的应用程序极为有用。真实数据的结果令人振奋,表明分割算法与其他方法相比具有很好的对比性。拓扑方法还为将来扩展到诸如体积分段的应用程序奠定了基础。

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