Derives conditions for unitarity in timeless quantum approaches, with unitary dynamics occurring when clock rates are constant in time and independent of internal structure.
(F6) Now, consider the followingself-adjoint constraint ˆC ′ := ˆHC − ˆP (0)( ˆTC) ˆHC ˆP (0)( ˆTC) + ˆXR( ˆTC), (F7) where ˆP (0)( ˆTC) = ˆ1U − ˆP (+)( ˆTC)
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Conditions for Unitarity in Timeless Quantum Theory
Derives conditions for unitarity in timeless quantum approaches, with unitary dynamics occurring when clock rates are constant in time and independent of internal structure.