关于斐波那契树III：多个斐波那契树
About Fibonacci trees III: multiple Fibonacci trees
摘要：
在这第三篇论文中，我们重新审视的问题，在何种程度上的属性的树木相关的平铺$\{p,4\}$的双曲平面仍然是真实的，如果我们认为一个cross-generated树由相同的规则，但植根于一个黑色节点？如果考虑到黑节点和白节点之间的相同区别，但改变了黑节点在规则中的位置，会发生什么？如果我们用另一组数字来表示这些数字会发生什么？我们在论文中解决了所有这些问题。本文是以前的论文arXiv：1904.12135和arXiv：1907.04677的扩展。
英文摘要：
In this third paper, we revisit the question to which extent the properties of the trees associated to the tilings $\{p,4\}$ of the hyperbolic plane are still true if we consider a finitely generated tree by the same rules but rooted at a black node? What happens if, considering the same distinction between black and white nodes but changing the place of the black son in the rules. What happens if we change the representation of the numbers by another set of digits? We tackle all of these questions in the paper. The present paper is an extension of the previous papers arXiv:1904.12135 and arXiv:1907.04677.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
