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subject:  DOI: 10.1093/imrn/rnac087, International Mathematics Research Notices, 2023, 10, 0 20xx. Abstract:  We show that the action of spacetime vector fields on the variational bicomplex of general relativity has a homotopy momentum map that extends the map from vector fields to conserved currents given by Noether?s 1st theorem to a morphism of -algebras.
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title: The Homotopy Momentum Map of General Relativity
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dc:title: The Homotopy Momentum Map of General Relativity
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cp:subject:  DOI: 10.1093/imrn/rnac087, International Mathematics Research Notices, 2023, 10, 0 20xx. Abstract:  We show that the action of spacetime vector fields on the variational bicomplex of general relativity has a homotopy momentum map that extends the map from vector fields to conserved currents given by Noether?s 1st theorem to a morphism of -algebras.
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pdf:docinfo:subject:  DOI: 10.1093/imrn/rnac087, International Mathematics Research Notices, 2023, 10, 0 20xx. Abstract:  We show that the action of spacetime vector fields on the variational bicomplex of general relativity has a homotopy momentum map that extends the map from vector fields to conserved currents given by Noether?s 1st theorem to a morphism of -algebras.
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