In this article we examine some points in the moduli space of M-Theory at which there arise enhanced gauge symmetries. In particular, we examine the “trivial” points of enhanced gauge symmetry in the moduli space of M-Theory on S × S1/Z2 as well as the points of enhanced gauge symmetry in the moduli space of M-Theory on K3 and those in the moduli space of M-Theory on T 5/Z2 × S. Also, we employ...

“Pictorial space” is the mental structure that appears to be the scaffold for the visual awareness when looking “into” (as opposed to “at”) a picture. Its structure differs from the “visual space” that is the scaffold for the visual awareness when looking into the scene in front of the observer. The structure of pictorial space has been probed empirically and explored theoretically. Here we pro...

We introduce two maximal non-abelian gauge xing conditions on the space of gauge orbits M for gauge theories over spaces with dimensions d 3. The gauge xings are complete in the sense that describe an open dense set M 0 of the space of gauge orbits M and select one and only one gauge eld per gauge orbit in M 0. There are not Gribov copies or ambiguities in these gauges. M 0 is a contractible ma...

We introduce two maximal non-abelian gauge xing conditions on the space of gauge orbits M for gauge theories over spaces with dimensions d 3. The gauge xings are complete in the sense that describe an open dense set M 0 of the space of gauge orbits M and select one and only one gauge eld per gauge orbit in M 0. There are not Gribov copies or ambiguities in these gauges. M 0 is a contractible ma...

We introduce two maximal non-abelian gauge fixing conditions on the space of gauge orbits M for gauge theories over spaces with dimensions d ≤ 3. The gauge fixings are complete in the sense that describe an open dense set M0 of the space of gauge orbits M and select one and only one gauge field per gauge orbit in M0. There are not Gribov copies or ambiguities in these gauges. M0 is a contractib...