The paper constructs a formally unitary intertwiner between the exact and linearized BRST charges, yielding an automorphism that maps local operators to physical charged operators in gauge theories and perturbative gravity, at a formal level.
Yang-Mills and some related algebras
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abstract
After a short introduction on the theory of homogeneous algebras we describe the application of this theory to the analysis of the cubic Yang-Mills algebra, the quadratic self-duality algebras, their "super" versions as well as to some generalization.
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2024 1verdicts
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Local Operator Algebras of Charged States in Gauge Theory and Gravity
The paper constructs a formally unitary intertwiner between the exact and linearized BRST charges, yielding an automorphism that maps local operators to physical charged operators in gauge theories and perturbative gravity, at a formal level.