Padovan numbers were defined by Stewart (1996) in honor of the modern architect Richard Padovan (1935) and were first discovered in 1924 by Gerard Cordonnier. Padovan numbers …
Este artigo trata-se de uma pesquisa de doutorado em andamento, em que apresentamos um estudo sobre os 20 quaternions e suas propriedades algébricas, bem como as …
The present article deals with the study of the generalized (s, t)-Perrin sequence in its complex process. Thus, from the one-dimensional model of the generalized (s, t)-Perrin …
The present article deals with the study of the generalized (s, t)-Perrin sequence in its complex process. Thus, from the one-dimensional model of the generalized (s, t)-Perrin …
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In this paer, we introduce the (s, t)-Lucas-Padovan quaternions which generalizes Padovan and Lucas-Padovan quaternions. We derive the Binet-like formula and generating function …