BRS Cohomology of Zero Curvature Systems II. The Noncomplete Ladder Case
M. Carvalho, L.C.Q. Vilar, C.A.G. Sasaki, S.P. Sorella
TL;DR
This paper investigates the BRS cohomology of zero curvature systems, specifically focusing on the noncomplete ladder case, to deepen understanding of gauge theories and their algebraic structures.
Contribution
It extends previous work by analyzing the BRS cohomology in the noncomplete ladder case within the zero curvature formalism.
Findings
Characterization of BRS cohomology in the noncomplete ladder case
Insights into gauge theory structures and symmetries
Extension of mathematical framework for zero curvature systems
Abstract
The Yang-Mills type theories and their BRS cohomology are analysed within the zero curvature formalism.
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