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引用次数: 0

摘要

插值和曲线拟合是计算机图形学、图像处理和曲线曲面数学建模等领域的基本问题。逆向工程领域中另一个需要考虑的问题是从点集重构几何模型的曲线或曲面。曲线拟合有助于曲面重建。曲线拟合可以描述为给定一组输入数据样本点,计算函数g,并生成与之前未指定的输入相对应的输出。有各种各样的曲线重建技术,并有自己的优点和缺点。在本文中,我们试图通过比较一些使用聚类的曲线重建技术来发现和模拟这些技术。
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Comparative Analysis of Curve Reconstruction using Fuzzy C Means and Subtractive Clustering
Interpolation and curve fitting are the basic problems in the fields of computer graphics, image processing, and mathematical modeling of curves and surfaces. Another consideration problem in the field of reverse engineering is the reconstructing of a curve or a surface of geometric models from a point set. Curve fitting is helpful for surface reconstruction. Curve fitting can be described as computing the function g, given a set of input data sample points and to generate outputs corresponding to the inputs which is not specified earlier. There are various curve reconstruction techniques available and having their own advantages and disadvantages. In this paper, we try to find and simulate these techniques by making comparisons between some curve reconstruction techniques using clustering.
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