The comparison of alternative algebras of biquaternions and biquaternionic dirac equation
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Abstract (EN)
In this thesis; after defining biquaternions (complex quaternions), general properties of alternative algebras formed by this base are given and defined some comparative examples. It is also shown that the matrix representation of these two algebras defined for biquaternions. Biquaternion algebra is not commutative but it is associative. In order to compare these two algebras for biquaternions, it is rewritten angular momentum in these algebras. It is also defined the Dirac equation using the matrix representation of biquaternions. Keywords: Quaternion, Complex quaternion, Biquaternion, Angular momentum, Dirac equation u
Author
Güner Özgür
How to Cite
Güner Özgür (Master Thesis). The comparison of alternative algebras of biquaternions and biquaternionic dirac equation, 2002, Anadolu University.
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