A. Altassan

collaborators

3 papers

math.GM2024

On Concatenations of Two $k$ -Generalized Fibonacci Numbers

Alaa Altassan, Murat Alan

Let $k \geq 2$ be an integer. The $k -$ generalized Fibonacci sequence is a sequence defined by the recurrence relation $F_{n}^{(k)} = F_{n - 1}^{(k)} + \dots + F_{n - k}^{(k)}$ for…

math.GM2023

Products of Three $k -$ Generalized Lucas Numbers as Repdigits

Alaa Altassan, Murat Alan

Let $k \geq 2$ and let $(L_{n}^{(k)})_{n \geq 2 - k}$ be the $k -$ generalized Lucas sequence with certain initial $k$ terms and each term afterward is the sum of the $k$ pre…

math.NT2023

Almost Repdigits in $k -$ generalized Lucas Sequences

Alaa Altassan, Murat Alan

Let $k \geq 2$ and $(L_{n}^{(k)})_{n \geq 2 - k}$ be the $k -$ generalized Lucas sequence with initial condition $L_{2 - k}^{(k)} = \dots = L_{- 1}^{(k)} = 0,$ $L_{0}^{(k,} = 2,$ $…

On Concatenations of Two k-Generalized Fibonacci Numbers

Products of Three k−Generalized Lucas Numbers as Repdigits

Almost Repdigits in k−generalized Lucas Sequences

On Concatenations of Two $k$ -Generalized Fibonacci Numbers

Products of Three $k -$ Generalized Lucas Numbers as Repdigits

Almost Repdigits in $k -$ generalized Lucas Sequences