Publication | Closed Access
Generic composition of boosts: an elementary derivation of the Wigner rotation
30
Citations
4
References
1999
Year
Spectral TheoryEngineeringRepresentation TheoryClifford AlgebraWigner RotationQuantum Field TheoryGeneric CompositionGeometric AlgebraAlgebraic AnalysisThomas PrecessionElementary DerivationGeometric QuantizationLie Theory
Because of its apparent complexity, the discussion of Wigner rotation is usually reduced to the study of Thomas precession, which is too specific a case to allow a deep understanding of boost composition. However, by using simple arguments and linear algebra, the result for the Wigner rotation is obtained straightforwardly, leading to a formula written in a manageable form. The result is exemplified in the context of the aberration of light.
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