论文标题

将Wythoff阵列和其他斐波那契事实概括为Tribonacci数字

Generalizing the Wythoff Array and other Fibonacci Facts to Tribonacci Numbers

论文作者

Chen, Eric, Ge, Adam, Kalashnikov, Andrew, Khovanova, Tanya, Kim, Ella, Liang, Evin, Lubashev, Mira, Qian, Matthew, Raghavan, Rohith, Taycher, Benjamin, Wang, Samuel

论文摘要

在本文中,我们从约翰·康威(John Conway)和亚历克斯·瑞巴(Alex Ryba)的论文中概述了许多事实,\ textit {额外的斐波那契系列和帝国大厦},我们用Tribonacci序列代替了fibonacci序列。我们研究了Tribonacci阵列,我们还称其为\ textit {trithoff Array}来强调与Wythoff数组的连接。我们描述了13个新序列。

In this paper, we generalize a lot of facts from John Conway and Alex Ryba's paper, \textit{The extra Fibonacci series and the Empire State Building}, where we replace the Fibonacci sequence with the Tribonacci sequence. We study the Tribonacci array, which we also call \textit{the Trithoff array} to emphasize the connection to the Wythoff array. We describe 13 new sequences.

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