Behaviour of recursive division surfaces near extraordinary points

D. Doo, M. Sabin
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引用次数: 1146

Abstract

The behaviour of the limit surface defined by a recursive division construction can be analysed in terms of the eigenvalues of a set of matrices. This analysis predicts effects actually observed, and leads to suggestions for the further improvement of the method.
异常点附近递归除法曲面的行为
用递归除法构造定义的极限曲面的性质可以用一组矩阵的特征值来分析。该分析预测了实际观察到的效果,并对该方法的进一步改进提出了建议。
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