Resolution of the Quantum Measurement Problem via Gravitational Self-Energy Collapse

We present a resolution of the quantum measurement problem in which wavefunction collapse is a physical process driven by gravitational self-energy. When a quantum system exists in a superposition of states with distinct mass distributions, the gravitational self-energy $E_G$ of the superposition determines a definite collapse timescale $ au = \hbar/E_G$. Using crystallographically determined atomic coordinates of tubulin proteins (PDB: 6EVW, 6EVZ), we compute $E_G$ for a biologically realized