The Computer Science Concept of Spinners Without Choosing a Metric

We know that whenever we have a metric, by the fundamental theorem of romani and geometry, we always get a connection. However, what is missing to turn the canonical um kimeric bundle on why into the tangent bundle of y is, in fact, a connection on the space x. So if we do the full transmission mechanism out, an gimme on x leads to alpha sub gimme for the levy civita connection on x. In sector two, the in homogeneous gage group on y replaces the ponce group and the internal simetries that are found on x. And in fact, you use a fermionic extension of the in homogenous g