∞-Chern-Weil theory
∞-Chern-Simons theory
∞-Wess-Zumino-Witten theory
Chern-Weil theory
∞-Chern-Weil theory introduction
cohomology
∞-Lie theory
∞-Lie algebra cohomology
∞-Lie algebroid valued differential forms
∞-connection on a principal ∞-bundle
curvature
Bianchi identity
curvature characteristic form
covariant derivative
secondary characteristic class
Chern-Simons form
Chern-Weil homomorphism
Chern-Gauss-Bonnet theorem
Edit this sidebar
differential cohomology
differential geometry
connection on a bundle
differential characteristic class
differential function complex
differential orientation
ordinary differential cohomology
differential Thom class
differential characters,
Deligne cohomology
circle n-bundle with connection,
bundle gerbe with connection
differential K-theory
differential elliptic cohomology
differential cobordism cohomology
principal 2-bundle, principal ∞-bundle
connection on a 2-bundle, connection on an ∞-bundle
Chern-Weil theory in Smooth∞Grpd
higher holonomy
fiber integration in differential cohomology
fiber integration in ordinary differential cohomology
fiber integration in differential K-theory
gauge theory
gauge field
electromagnetic field
Yang-Mills field
Kalb-Ramond field/B-field
RR-field
supergravity C-field
supergravity
quantum anomaly
connection on a 2-bundle / connection on a gerbe / connection on a bundle gerbe
connection on a 3-bundle / connection on a bundle 2-gerbe
connection on an ∞-bundle
A connection of a bundle 2-gerbe is essentially a Cech-realization of a degree 4-cocycle in Deligne cohomology.