关于Littlewood多项式及其零集的结构
复变函数
2016-04-22 v4
摘要
在分形几何中，主要研究对象为具有全局维数（不必为整数值）的几何对象。近来，局部分形对象——其维数为局部而非全局性质——已引起关注。我们探索这样一个对象，即Littlewood多项式的零集，其与更传统分形对象的联系，并发展一种计算局部近似的方法。
引用
@article{arxiv.1504.08058,
title = {On the Structure of the Littlewood Polynomials and their Zero Sets},
author = {Raphael Reyna and Steven Damelin},
journal= {arXiv preprint arXiv:1504.08058},
year = {2016}
}
备注
This paper replaces an earlier version titled "On the Fascinating Structure of the Littlewood Polynomials and their Zero Sets". This paper has been submitted for consideration for publication to Mathematics Magazine