Dual Generalized Pandita Numbers
Fatih Zahid KALCA, Yüksel Soykan
Asian Journal of Advanced Research and Reports · pp. 350–372 · Published 3 Feb 2026
10.9734/ajarr/2026/v20i11272Abstract
In this paper, we introduce the dual generalized Pandita numbers defined over the bidimensional Clifford algebra of hyperbolic numbers. As special cases, we examine the dual Pandita and dual Pandita Lucas numbers. We derive Binet formulas, construct generating functions, and establish summation identities for these sequences. Furthermore, we present matrix representations associated with the proposed number sequences.
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