Quantum Mirror Mechanics

We introduce Quantum Mirror Mechanics (QMM), a dual-sheet informational framework in which physical states are represented as ordered pairs evolving on coherent and entropic Hilbert spaces. The two sheets are dynamically coupled through a ledger operator that regulates informational flow and generates an emergent notion of curvature. An informational tilt breaks specular symmetry and provides a unified origin for mass and inertia. The resulting specular Hamiltonian incorporates coherence, entropy, symmetry breaking, and curvature within a single operator-level structure. Spatial variations in ledger density give rise to an Einstein-like curvature tensor, establishing gravity as an emergent informational phenomenon. Bosonic fields of the Standard Model acquire a natural interpretation as informational operators acting on the dual-sheet space. The Quantum Mirror Field Equations form a closed, self-consistent system in which geometry and information co-evolve. QMM therefore offers a unified informational foundation for quantum theory, thermodynamics, and emergent spacetime geometry, with experimentally accessible predictions ranging from entanglement-induced curvature to tilt-dependent mass variations.