Mathematical analysis proves identities for reciprocal sums of Gibonacci products, generalizing classical problems and expanding known algebraic formulas.
We prove many identities involving sums with products of Gibonacci numbers in the denominator. Three of our results provide generalizations of problems published in The Fibonacci Quarterly. We also study Brousseau sums with Gibonacci entries.
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Adegoke et al. (2026) studied this question.
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