基于螺旋结构的粗尺度特征提取

S. Coleman, B. Scotney, B. Gardiner
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引用次数: 1

摘要

螺旋结构是一种快速索引六边形像素图像的方法。结合螺旋加法和螺旋乘法,已经开发出六边形图像处理操作的方法,如平移和旋转。使用螺旋结构作为我们算子结构的基础,我们提出了一种通用的方法来计算用于六边形像素图像的自适应粗尺度拉普拉斯算子。我们使用模拟六边形图像来评估所提出的算子,并与矩形拉普拉斯算子(如Marr-Hildreth)相比,证明了改进的性能
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Coarse Scale Feature Extraction Using the Spiral Architecture Structure
The Spiral Architecture has been developed as a fast way of indexing a hexagonal pixel-based image. In combination with spiral addition and spiral multiplication, methods have been developed for hexagonal image processing operations such as translation and rotation. Using the Spiral Architecture as the basis for our operator structure, we present a general approach to the computation of adaptive coarse scale Laplacian operators for use on hexagonal pixel-based images. We evaluate the proposed operators using simulated hexagonal images and demonstrate improved performance when compared with rectangular Laplacian operators such as Marr-Hildreth
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