Multivariate Fibonacci-like Polynomials and their Applications

Sejin Park, Etienne Phillips, Peikai Qi +2

The Fibonacci polynomials are defined recursively as $f_n(x)=x{f}_{n-1}(x)+f_{n-2}(x)$, where $f_0(x)=0$ and $f_1(x)=1$. We generalize these polynomials to an arbitrary number o…