On 3-parameter quaternions with higher order generalized Fibonacci numbers components
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Springer Science and Business Media LLC
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https://link.springer.com/content/pdf/10.1007/s41478-024-00730-7.pdf
Reference35 articles.
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3. Vince, J. 2011. Quaternions for computer graphics. London: Springer.
4. Şentürk, T.D., and Z. Ünal. 2022. $$3$$-Parameter Generalized Quaternions. Computational Methods Functional Theory 22: 575–608.
5. Griffiths, L.W. 1928. Generalized quaternion algebras and the theory of numbers. American Journal of Mathematics 50 (2): 303–314.
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2. On Higher-Order Generalized Fibonacci Hybrinomials: New Properties, Recurrence Relations and Matrix Representations;Mathematics;2024-04-11
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