REPRESENTASE QUATERNION DENGAN MENGGUNAKAN NOTASI C_j-pair
DOI:
https://doi.org/10.24252/msa.v6i1.5407Abstract
Quaternion merupakan perluasan bilangan kompleks dalam empat dimensi (4D). dalam melakukan representasi bilangan quaternion terdapat beberapa cara yang bisa digunakan, seperti bentuk polar (Polar Form),The Cayley-Dickson, The ortho-split dan notasi. Pada artikel ini digunakan notasi C_j-Pair untuk merepresentasikan quaternion serta memperlihatkan kasus khusus dalam aplikasinya pada perkalian bikompleks quaternion.
References
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Bahri, M., Hitzer, Ashino, R., and Hayasi, A. 2008. An uncertainty principle for quaternion fourier transform. Computer and Mathematics with Applications. 56: 2398.
Hitzer, E. M. S. 2013. Quaternion Fourier Trasform on Quaternion
Field and Generalization. Advance Applications of Clifford Algebras. 17: 1- 20.
Muh. Irwan. dan Muhammad Ridwan. 2017. Transformasi Fourier dan Transformasi Fourier Quaternion, Jurnal Matematika Statistika dan Analisis Vol 5 No 2 (2017).
Muh. Irwan. 2015. Quaternion and it’s properties, Jurnal Matematika Statistika dan Analisis Vol 3 No 1 (2017).
Morais, J.P., Geogiev S., Sprosieg, W. 2012. Real Quaternionic Calculus Handbook. Springer Basel: Hidelberg New York London.
Todd, dkk. 2014. Quaternion Fourier Transform for Signal and Image Processing, Fokus
Bahri, M., Ashino, R. 2013. Correlation theorems for type II quaternion Fourier transform, International conference on wavelet analysis and pattern recognition. 136-141.
Bahri, M., Hitzer, Ashino, R., and Hayasi, A. 2008. An uncertainty principle for quaternion fourier transform. Computer and Mathematics with Applications. 56: 2398.
Hitzer, E. M. S. 2013. Quaternion Fourier Trasform on Quaternion
Field and Generalization. Advance Applications of Clifford Algebras. 17: 1- 20.
Muh. Irwan. dan Muhammad Ridwan. 2017. Transformasi Fourier dan Transformasi Fourier Quaternion, Jurnal Matematika Statistika dan Analisis Vol 5 No 2 (2017).
Muh. Irwan. 2015. Quaternion and it’s properties, Jurnal Matematika Statistika dan Analisis Vol 3 No 1 (2017).
Morais, J.P., Geogiev S., Sprosieg, W. 2012. Real Quaternionic Calculus Handbook. Springer Basel: Hidelberg New York London.
Todd, dkk. 2014. Quaternion Fourier Transform for Signal and Image Processing, Fokus
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Published
2018-06-08
How to Cite
[1]
muh irwan and E. Jalil, “REPRESENTASE QUATERNION DENGAN MENGGUNAKAN NOTASI C_j-pair”, MSA, vol. 6, no. 1, p. 61, Jun. 2018.
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