A gauge manifold is constructed from the set of all possible gauge field configurations in a gauge theory, which are characterized by local symmetries. It is typically represented as a space of connections and field configurations associated with a principal bundle over a base manifold, where the fibers correspond to the gauge group. The structure of the gauge manifold captures the dynamics of gauge fields and their interactions, often revealing topological features related to the gauge theory. In essence, it serves as the mathematical framework to study the symmetries and physical properties of the fields in a gauge theory.
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