F. Weinstein

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20032026

most citedNotes on Fibonacci Partitions

4 citations · 7 across the 4 of their papers we have counts for

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math.CO2020

On a Theorem of J. Shallit Concerning Fibonacci Partitions

Felix Weinstein

In this note I prove a~claim on determinants of some special tridiagonal matrices. Together with my result about Fibonacci partitions (arXiv:math/0307150), this claim allows one to…

math.CO2008

Two combinatorial formulas concerning marked partitions

F. V. Weinstein

A partition of degree $n$ is a decomposition $n = i_{1} + i_{2} + \dots + i_{q}$ , where $i_{1}, i_{2}, \dots, i_{q}$ are positive integers called the parts of the partition. Let $λ > 0$ be an integer. Th…