Solving the Measurement Problem in Quantum Mechanics

Measurement and the collapse of the wavefunction are current topics that border on metaphysics. Although quantum mechanics is largely viewed as the pinnacle of human thought and achievement in science, the physical process of collapse of the wavefunction from interaction is not well characterized. It is likely that in the second quantization paradigm there is some interaction quantum that represents the Higgs field of matter, connected to spacetime in the Dirac picture, acting on the states of quantum particles such that their Yang-Mills matrix states rotate in the Hilbert basis. It means that there is a subtle field theory behind the scenes. It is likely that there is an observational particle or observational quantum that exchanges energy from a unified amplitude field with particles in the standard model. Angular momentum of particles is represented as the energy of the field localized in a delta function at the singularity of the particle. This means that there are smaller dimensions that do not obey causality; they are tunneling dimensions. This is all too complicated. Let's focus on the interaction quantum and solve for the collapse of the wavefunction. This means that we should go back to the STM to study the mechanisms of tunneling and the energies of electrons as they disappear into the forbidden zone.