摘要
Let M be a C(infinity) manifold and G a Lie a group. Let E(G) be a C(infinity) principal G-bundle over M. There is a fiber bundle C(E(G)) over M whose smooth sections correspond to the connections on E(G). The pull back of E(G) to C(E(G)) has a tautological connection. We investigate the curvature of this tautological connection.
- 出版日期2010-6