Skip to main content
4 events
when toggle format what by license comment
Feb 1 at 4:30 history edited Qmechanic
edited tags
Jan 31 at 21:05 answer added ACuriousMind timeline score: 1
Jan 31 at 20:33 comment added ACuriousMind The curvature does not change if $G=\mathrm{U}(1)$, since the adjoint of Abelian groups is trivial and the relation between the electromagnetic fields and the curvature tensor is an elementary part of the covariant formulation of electromagnetism, and is given explicitly e.g. on Wikipedia. What sources are you using that teach you about "curvature 2-forms" in gauge theory but not about their basic relations to observable physics?
Jan 31 at 20:23 history asked eomp CC BY-SA 4.0