Engineering Quantum Behavior via the Primordial Mass-Time Torsional Potential: A G-MaTT Protocol

Abstract We present two experimental protocols to deterministically control quantum interference and wavefunction collapse in double-slit-type setups by manipulating the primordial mass-time torsional potential \(\mathcal{M}_\mu\)—the fundamental, pre-geometric source in Generalized Mass as Twisted Time (G-MaTT). In G-MaTT, reality begins with \(\mathcal{M}_\mu\): a dimensionless potential with no prior spacetime. Particles emerge as stable topological knots in the time-torsion field \(\hat{T}_\mu\) (the IR manifestation of \(\mathcal{M}_\mu\)), and quantum branching arises from its intrinsic phase structure. Interference occurs when branches are phase-coherent; collapse occurs when they desynchronize via the Twist–UnTwist (TUT) mechanism. By engineering the relative phase between particle and detector within the emergent \(\hat{T}_\mu\) network—sourced by \(\mathcal{M}_\mu\)—we achieve 100% interference or 100% collapse on demand, without invoking fundamental randomness or external observers. This work provides the first engineering framework for designable quantum topology grounded in the unity of mass and time.