For quadratic masters, first-class zero sets carry no offset of order ħ, resolving discrepancies observed when testing quantum constraint programmes. This work demonstrates how classical directions emerge from fully quantum mechanics via a single positive operator, linking accessible states to gauge geometry. The findings offer new tools for consistently describing gravity within a quantum framework.
México Team Links Quantum Constraints to Classical Geometry
For quadratic masters, first-class zero sets carry no offset of order ħ, resolving discrepancies observed when testing quantum constraint programmes. This work demonstrates how classical directions emerge from fully quantum mechanics via a single positive operator, linking accessible states to gauge geometry. The findings offer new tools for consistently describing gravity within a quantum framework.