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The Numbers of Distinct Squares and Cubes in the Tribonacci Sequence
Published 15 May 2016 in math.DS | (1605.04503v1)
Abstract: The Tribonacci sequence $\mathbb{T}$ is the fixed point of the substitution $\sigma(a,b,c)=(ab,ac,a)$. In this note, we give the explicit expressions of the numbers of distinct squares and cubes in $\mathbb{T}[1,n]$ (the prefix of $\mathbb{T}$ of length $n$).
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