The moduli space of polynomial maps and their fixed-point multipliers: II. Improvement to the algorithm and monic centered polynomials
The moduli space of polynomial maps and their fixed-point multipliers: II. Improvement to the algorithm and monic centered polynomials
复制标题
多项式映射及其定点乘数的模空间：II。
DOI：
10.1017/etds.2022.120
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发表时间：
2023
影响因子：
0.9
通讯作者：
SUGIYAMA TOSHI
中科院分区：
文献类型：
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作者：
SUGIYAMA TOSHI
我们认为族包含有多个不动点的多项式。这个公式不是递归的，是对我们之前的结果[T]的一个极大的改进。Sugiyama。多项式映射的模空间及其不动点乘子。数学学报，322(2017)，132-185]给出了一个相当长的算法，其中包含一些归纳过程。
We consider the family contains polynomials having multiple fixed points. This formula is not a recursive one, and is a drastic improvement of our previous result [T. Sugiyama. The moduli space of polynomial maps and their fixed-point multipliers. Adv. Math. 322 (2017), 132–185] which gave a rather long algorithm with some induction processes.