论文标题
tateno tateno的一个例子，欺骗，托马斯和蒂莫基的猜想
An example of Tateno disproving conjectures of Bonato-Tardif, Thomasse, and Tyomkyn
论文作者
论文摘要
在他的2008年论文中，Tateno宣称对顽固的树木数量的数量进行了反示例。在本文中，我们重新审视了塔托诺（Tateno）未发表的想法，以提供严格的博览会，建造具有任意有限数量的等效类别的本地有限树；适应提供了类似结论的部分订单。同时，这些例子也反驳了托马斯和蒂莫基的猜想。
In his 2008 thesis, Tateno claimed a counterexample to the Bonato-Tardif conjecture regarding the number of equimorphy classes of trees. In this paper we revisit Tateno's unpublished ideas to provide a rigorous exposition, constructing locally finite trees having an arbitrary finite number of equimorphy classes; an adaptation provides partial orders with a similar conclusion. At the same time these examples also disprove conjectures by Thomasse and Tyomkyn.
