Matter and Light in Flatland

Abstract

Using a non-material current through three new dimensions. It was possible to build a particle-space model (a higher dimensional object intersecting a lower dimensional world). The new dimensions solve the old problem of equal sign walls huge electric repulsion force in the electric sphere model, since these curved dimensions confine these walls, preventing them from coming apart. The flat-fermion, which is a toroid, is resistant to be moved, intersects the space (flatland) in two places at the same time (non-local) while moving, leaving a sinusoidal electric field that uses the two dimensions of flatland and adopt a toroidal intersection at rest, avoiding the information about its momentum. It also has an anapole moment, which time consuming intersection in flatland produces the flat-fermion magnetic dipole moment. The flat-fermion has an enantiomer and both undergo a separation under an external magnetic field. On the other hand, flat-photon, is also a toroid, is not resistant to be moved, also intersects flatland in two places at the same time, but its sinusoidal electric field uses one dimension less from the two available. Therefore, in order to have mass the object should touch all the dimensions of flatland. Pure quantum phenomena such as Self-Interference, the number of turns before being identical and the uncertainty principle, as well as, fermion geometric properties and its magnetic dipole moment are explained and derived.