On Some Properties of Tribonacci Quaternions

On Generalized Tribonacci Sedenions

“…are arbitrary integers and r, s, t are real numbers. See also [1], [46] for Tribonacci quaternions, [16] for third order Jacobsthal quaternions, [17] for dual third order Jacobsthal quaternions and [48] for Padovan and Pell-Padovan quaternions.…”

Tetranacci and Tetranacci-Lucas Quaternions

“…and Karataş [8], and Polatlı [17], Szynal-Liana and Wloch [21] and Tasci [23] for second order quaternion sequences and Akkus and Kızılaslan [2], Szynal-Liana and Wloch [22], Tasci [24], Cerda-Morales [5] for third order quaternion sequences.…”