The Electron in the Fabric of Unity Theory: Geometry, Birth, Properties

The Fabric of Unity Theory (FUT) postulates the existence in the Universe of a single fundamental entity — the Fabric of spacetime. The entire diversity of physical phenomena is reduced to oscillations of this Fabric — waves. Free (traveling) waves are perceived as radiation. Closed waves form matter — stable knots. The simplest knots (a single closed wave) correspond to leptons: electron, positron, muon, tau. Complex knots (bindings of several closed waves) form hadrons. A separate class is the neutrino: a torus-knot in which the wave runs along the cross-section of the torus without creating an electric charge. This work presents a geometric model of the electron as the simplest stable knot of the Fabric. A description is given of the topology of the birth of an electron-positron pair from an impulse possessing angular momentum. All key parameters of the electron and its quantum properties are derived mathematically exclusively from the geometry of a closed wave and the mechanics of continuous media. It is shown that the fine-structure constant α≈1/137 is a geometric ratio of two scales of the electron. The anomalous magnetic moment is explained by the wave resistance of the Fabric. The predictions section lists the experimental consequences of the model.