Octonionic electrodynamics

Dec, 2005
7 pages
Published in:
  • J.Phys.A 39 (2006) 7099-7104
e-Print:

Citations per year

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Abstract:
Dirac's operator and Maxwell's equations in vacuum are derived in the algebra of split octonions. The approximations are given which lead to classical Maxwell-Heaviside equations from full octonionic equations. The non-existence of magnetic monopoles in classical electrodynamics is connected with the using of associativity limit.
Note:
  • The version accepted by J. Phys. A Subj-class: High Energy Physics - Theory: Mathematical Physics: Rings and Algebras
  • 03.50.De
  • 02.10.De
  • 03.30.+p
  • Dirac equation
  • Maxwell equation
  • magnetic monopole
  • octonion
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