Generalizations of Fibonacci-Lucas inverse tangent summation identities of Hoggatt and Ruggels

Abstract

We derive generalizations of a couple of inverse tangent summation identities involving Fibonacci and Lucas numbers. As byproducts we establish many new inverse tangent identities involving the Fibonacci and Lucas numbers.

arXiv comment9 pages, no figures or tables

References in corpus (1)

• Infinite arctangent sums involving Fibonacci and Lucas numbers