Title: Fermionic Symmetries of the Maxwell Equations with Gradient-like Sources
Abstract: The Maxwell equations with gradient-like sources are proved to be invariant with respect to both bosonic and fermionic representations of the Poincar’e group and to be the kind of Maxwell equations with maximally symmetric properties. Nonlocal vector and tensor-scalar representations of the conformal group are found,which generate the transformations leaving the Maxwell equations with gradient-like sources being invariant.
Publication Year: 1997
Publication Date: 1997-01-01
Language: en
Type: article
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Cited By Count: 2
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