Generating functions related to the Fibonacci substitution
Author
Faculty Advisor
Date
2023
Keywords
Fibonacci substitution, functions
Abstract (summary)
In this paper, two generating function representations of the Fibonacci Substitution Tiling are derived and proven to converge on the interval -1<x<1. A sequence of signs for the Fibonacci Substitution is established along with a conjecture that the interval of convergence has an infinite number of zeroes.
Publication Information
Pouti, A., & Phan, N. (2023). Generating functions related to the Fibonacci Substitution. MacEwan University Student EJournal, 7(1). https://doi.org/10.31542/muse.v7i1.2469
Notes
Item Type
Student Article
Language
Rights
Attribution-NonCommercial (CC BY-NC)
