Summary: arXiv:math.CO/0409418v122Sep2004
The Coefficients of a Fibonacci Power Series
Federico Ardila
February 2, 2002
Consider the infinite product
A(x) =
k2
(1 - xFk
) = (1 - x)(1 - x2
)(1 - x3
)(1 - x5
)(1 - x8
) · · ·
= 1 - x - x2
+ x4
+ x7
- x8
+ x11
- x12
- x13

Source: Ardila, Federico - Department of Mathematics, San Francisco State University

Collections: Mathematics