Abstract
In this paper, we introduce the dual generalized Fibonacci matrices. As special cases, we deal with dual Fibonacci and dual Lucas matrices. We present Binet's formulas, generating functions and the summation formulas for these matrices. Moreover, we give Catalan's, Cassini's, d'Ocagne's, Gelin-Cesa`ro's, Melham's identities and present matrices related with these sequences.
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Kapsamı
Uluslararası
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Type
Hakemli
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Index info
WOS.SCI
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Language
English
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Article Type
None