Vacuum manifold
= Vacuum manifold
The vacuum manifold is the space of field configurations that minimize the energy. If a group $G$ acts transitively and a chosen vacuum has stabilizer $H$, its connected component is the homogeneous space $G/H$.
= Vacuum manifold
The vacuum manifold is the space of field configurations that minimize the energy. If a group $G$ acts transitively and a chosen vacuum has stabilizer $H$, its connected component is the homogeneous space $G/H$.