论文标题
1D，2D单词的斐波那契序列：列举和定位固定点的因子
Fibonacci Sequences of 1D, 2D Words: Enumerating and Locating the Factors of the Fixed Points
论文作者
论文摘要
给定一个无限的词，列举其因素是理解单词结构的重要练习。对于二维单词，找到所有因素的过程非常棘手。在本文中，探索了菲比诺奇阵列序列的固定点因子（$ f _ {\ infty，\ infty} $）的两种可能方法，并探索了将这些因子定位在$ f _ {\ infty，\ infty，\ infty} $中的方法。另外，还分析了阵列斐波那契序列固定点因子的因子复杂性和位置。
Given an infinite word, enumerating its factors is an important exercise for understanding the structure of the word. The process of finding all the factors is quite tricky for two-dimensional words. In this paper, two possible ways of enumerating the factors of the fixed point ($f_{\infty,\infty}$) of the sequence of Fibonacci arrays and a method for locating these factors in $f_{\infty,\infty}$ are explored. In addition, the factor complexity and the locations of the factors of the fixed point of Fibonacci sequence of arrays are also analysed.
