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Paper IPM / Physic / 15653  


Abstract:  
In this paper we consider the zilch conservation laws for Maxwell theory and demonstrate that in the dualitysymmetric version of Maxwell theory, the zilch arises as a Noether current for a variational symmetry of the duality symmetric Lagrangian which we identify through an application of the reverse of the Noether theorem. A variational symmetry leaves Lagrangian invariant up to a total divergence, without restricting to solutions of the field equations. This fact was previously known only for the socalled chirality current, i.e. the 00component of zilch.
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