On the Bicomplex Generalized Tribonacci Quaternions
Can Kizilates, Paula Catarino, Naim Tuglu
article (Uluslararası, Hakemli) | Yazar(lar): Can Kizilates, Paula Catarino, Naim Tuglu | Yıl: 2019 — Özet: In this paper, we introduce the bicomplex generalized tribonacci quaternions. Furthermore, Binet's formula, generating functions, and the summation formula for this type of quaternion are given. Lastly, as an app
In this paper, we introduce the bicomplex generalized tribonacci quaternions. Furthermore, Binet's formula, generating functions, and the summation formula for this type of quaternion are given. Lastly, as an application, we present the determinant of a special matrix, and we show that the determinant is equal to the nth term of the bicomplex generalized tribonacci quaternions.