The Surjective Mapping Conjecture and the Measurement Problem in Quantum Mechanics

Accepting a time-symmetric quantum dynamical world with ontological wave functions or fields, we follow arguments that naturally lead to two-boundary interpretation of mechanics. The usual two boundary picture is valid superdeterministic interpretation. It has, however, one unsatisfactory feature. random selection chosen measurement path the universe far too complicated. To avoid it, propose an alternate concept called surjective mapping conjecture. takes as fundamental quantum-time running forward like time on wave-function side and backward complex conjugate side. Unrelated fixed arbitrary conditions at initial final times then determine expanding contracting in required way.