On Dual Hyperbolic Generalized Woodall Numbers
Archives of Current Research International · pp. 398–423 · Published 20 Nov 2024
10.9734/acri/2024/v24i11981Abstract
In this work, we introduce the generalized dual hyperbolic Woodall numbers. As special cases, we study with dual hyperbolic Woodall, dual hyperbolic modified Woodall, dual hyperbolic Cullen numbers and dual hyperbolic modified Cullen numbers. Also, we present Binet’s formulas, generating functions, some identities, linear sums and matrices related with these sequences. In addition, we give Catalan’s and Cassini’s identities.
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