Mikowski Space may be interpreted as a Theory of Orbitals

When one compares the work of Kepler, with Mikowski Space, they are both Cones joined at a nexus. In Kepler Space, one is viewing the Cones from the outside, and there are three types of Conic Sections, the Ellipse, the Parabola, and the Hyperbola. In Aeronautical Engineering, they are the Elliptical Orbit, the Parabolic Orbit, and the Hyperbolic Obital. The Minkowski Diagram is somewhat in error, in that the observer views one cone as the future and one cone as the past. We know from Quantum Mechanics that an observation is a measurement. So the nexus is not a point, but is planck's constant / two, as a minimum overlap. This over lap is an elliptical orbital, so the Conservation of Angular Momentum comes about due to Special Relativity, and the overlap of the Minkowski Space Cones. The Parabolic Orbital is the Speed of Light in a Vacuum. The Hyperbolic Orbital is the a Quantum Leap. An Electron Changing Orbitals needs only the Speed of Light as the escape velocity. Where does on see the Hyperbolic Orbital? That occurs when an Electron or other Elementary particle is measured from its wavefunction and collapses into a particle, far from its origin. This new view of Mikowski Space may solve the problem of Unitary Entities comprising Space Time, they are in orbit like planets