On the contrary, I got the idea from Kaluza Klein theory, which unifies general relativity and electrodynamics by converting the electric charge into spacetime

On the contrary, I got the idea from Kaluza Klein theory, which unifies general relativity and electrodynamics by converting the electric charge into spacetime curvature. Roughly, my concept is conserved quantities are topological defects, which is why they seem to have a neat “algebra” and integral quantities.[1] Conversely, mass comes in fixed but non-integer quantities because the total curvature of some complicated knot doesn’t have a simple algebraic expression. [1] Makimg the fractions disappear is easy. Just multiply by the denominator. E.g.: we say the electron has a charge of -1 because we discovered it before the quarks historically. If the quarks were discovered first, we would assign it a charge of +3.