U.i.T part 8: Physical Paradoxes That Dissolve When Linear Time Is Replaced by Phase-Time

This paper argues that many long-standing paradoxes in physics arise not from failures of the laws themselves, but from the hidden assumption that time is fundamentally linear and directed.

Within the phase-time framework of UIT, linear time is reinterpreted as an emergent narrative produced by record formation and memory, while the deeper temporal structure is phase-based and symmetric.

 Once this shift is made, paradoxes such as wavefunction collapse, Schrödinger’s cat, many-worlds branching, time-travel contradictions, black-hole information loss, singularity, and the missing graviton lose their necessity as fundamental problems.

 The central claim is simple: if phase-time is taken as primary, many physical paradoxes do not need separate solutions—they dissolve at the level of assumptions.