Symmetry properties of finite sums involving generalized Fibonacci numbers
Kunle Adegoke, Oluwaseyi Oshin
TL;DR
This paper explores symmetry properties of finite sums involving generalized Fibonacci numbers, extending previous results to reveal new symmetrical relationships.
Contribution
It introduces new symmetry properties of sums involving generalized Fibonacci numbers, expanding on earlier work by I. J.. Good.
Findings
Derived new symmetry identities for generalized Fibonacci sums
Extended previous results to broader classes of Fibonacci-like sequences
Provided mathematical proofs for the symmetry properties
Abstract
We extend a result of I. J. Good and prove more symmetry properties of sums involving generalized Fibonacci numbers
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Taxonomy
TopicsAdvanced Mathematical Theories and Applications · Quasicrystal Structures and Properties · Advanced Mathematical Identities