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A generalized quaternion with generalized Fibonacci number components
, 2020In this paper we introduce a generalized quaternion with generalized Fibonacci number components. For this quaternion we obtain the two types of Catalan’s identities and d’Ocagne’s identity.
Y. Choo
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2025 International Conference on Networks and Cryptology (NETCRYPT)
In the era of cloud computing sensitive information management requires data classification to function securely across all industries. A protected framework for cloud-based data analytics with privacy preservation emerges through integrating ...
Kooragayala Sukeerthi +2 more
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In the era of cloud computing sensitive information management requires data classification to function securely across all industries. A protected framework for cloud-based data analytics with privacy preservation emerges through integrating ...
Kooragayala Sukeerthi +2 more
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On (p, q)-Fibonacci Quaternions and Their Binet Formulas, Generating Functions and Certain Binomial Sums [PDF]
WOS:000401669000029Formulas and sums involving many well-known special quaternion sequences (such as the Fibonacci, Pell, Jacobsthal quaternion sequences and so on) play important roles in various branches of science. Binet formulas, generating functions
İpek, Ahmet
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A Generalization of Fibonacci and Lucas Quaternions
Advances in Applied Clifford Algebras, 2015zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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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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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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Journal of Applied Mathematics and Computation
Özge Arıbaş, C. Kızılateş
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Özge Arıbaş, C. Kızılateş
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