Unfree gauge symmetry in the BV formalism
arXiv:1907.03443 · doi:10.1140/epjc/s10052-019-7233-2
Abstract
The BV formalism is proposed for the theories where the gauge symmetry parameters are unfree, being constrained by differential equations.
39 pages
References in corpus (8)
- Transverse Fierz-Pauli symmetry
- Unimodular quantum gravity and the cosmological constant
- The path integral of unimodular gravity
- Transverse Invariant Higher Spin Fields
- Gravity with more or less gauging
- Darkness without dark matter and energy -- generalized unimodular gravity
- Gauge Symmetry and Consistent Spin-Two Theories
- On Lagrangian approach to self-dual gauge fields in spacetime of nontrivial topology
Cited by in corpus (10)
- Unfree gauge symmetry in the Hamiltonian formalism
- Hamiltonian constraints and unfree gauge symmetry
- Generalized unimodular gravity as a form of k-essence
- Relaxation of first-class constraints and the quantization of gauge theories: from "matter without matter" to the reappearance of time in quantum gravity
- Gauge symmetry of unimodular gravity in Hamiltonian formalism
- Generalized unimodular gravity in Friedmann and Kantowski-Sachs universes
- Hamiltonian BFV-BRST Quantization for the Systems with Unfree Gauge Symmetry
- General method for including Stueckelberg fields
- Lie and Leibniz Algebras of Lower-Degree Conservation Laws
- Reducible gauge symmetry versus unfree gauge symmetry in Hamiltonian formalism