Levy Civita Connection

In auxiliary theory, we have freedom to choose our field content. We can get rid of much excess through the symmetries of the gage group. With levy civita connection, rather than having an infinite plane with an ability to take differences, you pick out one point which then becomes the origin. That means that any connection a has a torsion, tenser a, which is equal to the connection minus the levy cavite connection. So we get a tenser that we don't usually have. Gage potentials are not usually well defined. They're only defined up to a choice of gage. But because the gageGroup is going to go missing, this has