Chern–Simons form

secondary characteristic class defined for odd-dimensional manifolds with G-bundles with connection; in 2n−1 dimensions, defined as (formal) exterior antiderivative of tr(Fⁿ) where F is the curvature of the connection

Wikidata entity: Q375489

P61 discoverer or inventor ... Q328131 (Shiing-Shen Chern) Shiing-Shen Chern
P61 discoverer or inventor ... Q560847 (Jim Simons) Jim Simons
P31 instance of ... Q24034552 (mathematical concept) mathematical concept
P138 named after ... Q328131 (Shiing-Shen Chern) Shiing-Shen Chern
P138 named after ... Q560847 (Jim Simons) Jim Simons
P2579 studied by ... Q1224402 (differential topology) differential topology
P279 subclass of ... Q1062978 (characteristic class) characteristic class
P575 time of discovery or invention ... 1974-01-01 ???
External Ids
P7554Encyclopedia of Mathematics article IDChern-Simons_functional
P646Freebase ID/m/01r09d
P6366Microsoft Academic ID (discontinued)2777116361
P4215nLab IDChern-Simons element

Why not click here or view trends?

log id: 6444932