theorem 26.51 Existence and uniqueness of the BRST charge

open in the book · parts/03-classical-mechanics/09-constrained-hamiltonian-dynamics.tex:2062 · p. 922

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theorem 26.51: Existence and uniqueness of the BRST charge26.51definition 26.50: The BRST charge26.50equation 26.16: eq:cd-first-class-algebra26.16remark 26.7: The regularity assumption, stated once26.7proof : ch:09-constrained-hamiltonian-dynamics@prooflink-4proofpostulate 26.47: Dirac quantization26.47notation A.646: Gradings and bracketsA.646definition A.647: Koszul–Tate differentialA.647proposition A.654: The Yang–Mills caseA.654proposition 26.48: Consistency of the state conditions26.48theorem A.653: Existence of a nilpotent BRST chargeA.653definition 26.11: The final constraint set26.11lemma A.650: Flattening the constraintsA.650proposition 26.13: The first-class functions close26.13proposition 26.10: The four outcomes26.10

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depends_on The BRST charge declared parts/03-classical-mechanics/09-constrained-hamiltonian-dynamics.tex:2074
depends_on eq:cd-first-class-algebra declared parts/03-classical-mechanics/09-constrained-hamiltonian-dynamics.tex:2074
depends_on The regularity assumption, stated once declared parts/03-classical-mechanics/09-constrained-hamiltonian-dynamics.tex:2074
proves ch:09-constrained-hamiltonian-dynamics@prooflink-4 declared parts/03-classical-mechanics/09-constrained-hamiltonian-dynamics.tex:2077