Boundary-Access Holonomy and the Quantum Reversible Quotient

Yining Wu · 2026-06-04

Formulates standard quantum mechanics as the zero-record-holonomy quotient of asymmetric finite boundary access. Defines boundary-access holonomy, separates three holonomy sectors (coherent/record/leakage), proves a restricted quotient-consistency theorem, and supplies Mach-Zehnder stable-record and QEC directed-leakage operational models. Born-rule program is a companion target. Does not derive CP^{N-1}, the Born rule, or full Hilbert reconstruction.

@misc{wu2026boundaryaccessholonomy,
  author = {Yining Wu},
  title = {Boundary-Access Holonomy and the Quantum Reversible Quotient},
  year = {2026},
  doi = {10.5281/zenodo.20542105},
}