A Study on Generalized Blaise Numbers
In this paper, we present and investigate the statement Blaise sequences and we deal with, painstakingly, two special cases, namely, Blaise and Blaise-Lucas sequences. We present Binet’s formulas, create functions, Simson formulas, and the summation formulas for these sequences. Furthermore, we show that skilled are close relations betwixt Blaise, Blaise-Lucas and Jacobsthal-Padovan, Jacobsthal-Perrin, adjusted Jacobsthal-Padovan, reduced Jacobsthal-Padovan numbers. Moreover, we give few identities and matrices related accompanying these sequences.
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