E. TAN Et Al. , "A New Class of Leonardo Hybrid Numbers and Some Remarks on Leonardo Quaternions over Finite Fields," MATHEMATICS , vol.11, no.22, 2023
TAN, E. Et Al. 2023. A New Class of Leonardo Hybrid Numbers and Some Remarks on Leonardo Quaternions over Finite Fields. MATHEMATICS , vol.11, no.22 .
TAN, E., Savin, D., & Yilmaz, S., (2023). A New Class of Leonardo Hybrid Numbers and Some Remarks on Leonardo Quaternions over Finite Fields. MATHEMATICS , vol.11, no.22.
TAN, ELİF, Diana Savin, And Semih Yilmaz. "A New Class of Leonardo Hybrid Numbers and Some Remarks on Leonardo Quaternions over Finite Fields," MATHEMATICS , vol.11, no.22, 2023
TAN, ELİF Et Al. "A New Class of Leonardo Hybrid Numbers and Some Remarks on Leonardo Quaternions over Finite Fields." MATHEMATICS , vol.11, no.22, 2023
TAN, E. Savin, D. And Yilmaz, S. (2023) . "A New Class of Leonardo Hybrid Numbers and Some Remarks on Leonardo Quaternions over Finite Fields." MATHEMATICS , vol.11, no.22.
@article{article, author={ELİF TAN Et Al. }, title={A New Class of Leonardo Hybrid Numbers and Some Remarks on Leonardo Quaternions over Finite Fields}, journal={MATHEMATICS}, year=2023}