In this paper, we define the Padovan and Pell-Padovan octonions by using the Padovan and Pell-Padovan numbers. We give the generating functions, Binet's
formulas, sums formulas and some properties for these octonions. We also present the matrix representations of the Padovan and Pell-Padovan octonions.
Taşyurdu, Y., & Akpınar, A. (2019). Padovan and Pell-Padovan Octonions. Turkish Journal of Mathematics and Computer Science, 11, 114-122.
AMA
Taşyurdu Y, Akpınar A. Padovan and Pell-Padovan Octonions. TJMCS. December 2019;11:114-122.
Chicago
Taşyurdu, Yasemin, and Ayşe Akpınar. “Padovan and Pell-Padovan Octonions”. Turkish Journal of Mathematics and Computer Science 11, December (December 2019): 114-22.
EndNote
Taşyurdu Y, Akpınar A (December 1, 2019) Padovan and Pell-Padovan Octonions. Turkish Journal of Mathematics and Computer Science 11 114–122.
IEEE
Y. Taşyurdu and A. Akpınar, “Padovan and Pell-Padovan Octonions”, TJMCS, vol. 11, pp. 114–122, 2019.
ISNAD
Taşyurdu, Yasemin - Akpınar, Ayşe. “Padovan and Pell-Padovan Octonions”. Turkish Journal of Mathematics and Computer Science 11 (December 2019), 114-122.
JAMA
Taşyurdu Y, Akpınar A. Padovan and Pell-Padovan Octonions. TJMCS. 2019;11:114–122.
MLA
Taşyurdu, Yasemin and Ayşe Akpınar. “Padovan and Pell-Padovan Octonions”. Turkish Journal of Mathematics and Computer Science, vol. 11, 2019, pp. 114-22.
Vancouver
Taşyurdu Y, Akpınar A. Padovan and Pell-Padovan Octonions. TJMCS. 2019;11:114-22.