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

Published 19 Oct 2019 in math.NT | (1910.10611v1)

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.

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Authors (1)

  1. Kunle Adegoke 

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