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Generalized dual Fibonacci quaternions
2016Summary: In this paper, we defined the generalized dual Fibonacci quaternions. Also, we investigated the relations between different generalized dual Fibonacci quaternions. Furthermore, we gave the Binet's formulas and Cassini identities for these quaternions.
Yuce, Salim, Torunbalcı Aydın, Fügen
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Corrigendum to ``Bicomplex Fibonacci quaternions''
2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On the Solutions of Quaternion Difference Equations in Terms of Generalized Fibonacci-Type Numbers
Symmetry, 2022Kubra Gul
exaly
2013
In this study, we defined the dual Fibonacci quaternions. We investigated some algebraic properties of these quaternions. We gave the Binet formula and the generating function of them. We also gave their matrix representations.
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In this study, we defined the dual Fibonacci quaternions. We investigated some algebraic properties of these quaternions. We gave the Binet formula and the generating function of them. We also gave their matrix representations.
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Some properties of the norm in a division quaternion algebra
Mathematical Methods in the Applied Sciences, 2022Cristina Flaut
exaly
Complex Fibonacci Numbers and Fibonacci Quaternions
The American Mathematical Monthly, 1963openaire +1 more source
The $${h(x)}$$ h ( x ) -Fibonacci Quaternion Polynomials: Some Combinatorial Properties
Advances in Applied Clifford Algebras, 2015Paula Catarino
exaly