CCD noise filtering based on surface diffusion model combined with min/max curvature

S. Lee, M. Kang, Kyu Tae Park
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引用次数: 1

Abstract

We propose to combine the min/max curvature to the surface diffusion model. The resulting technique is an automatic, extremely robust, computationally efficient, and a straightforward scheme. The flow under min/max curvature was presented by Malladi and Sethian (see Graphic. Models Image Processing, vol.58, no.2, p.127-141, 1996) in a differential equation in terms of the image intensity. If it is combined to the surface diffusion model then the new scheme automatically picks the termination criteria; continued application of the scheme produces no further change. In other words it has a convergence state. It has another important advantage over the MCD (mean curvature diffusion) and other diffusion models; removing notch noise on the side of a structure does not diffuse the shape of the structure.
基于最小/最大曲率结合表面扩散模型的CCD噪声滤波
我们建议将最小/最大曲率与表面扩散模型结合起来。由此产生的技术是一种自动的、非常健壮的、计算效率高的和直接的方案。最小/最大曲率下的流动由Malladi和Sethian给出(见图)。模型图像处理,vol.58, no。2, p.127-141, 1996)在一个微分方程的图像强度。如果将其与表面扩散模型结合,则新方案自动选取终止准则;继续应用该方案不会产生进一步的变化。换句话说它有一个收敛态。与MCD(平均曲率扩散)和其他扩散模型相比,它还有一个重要的优势;去除结构侧面的缺口噪声不会扩散结构的形状。
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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