The off-shell factorization algebra of quantum observables for the harmonic oscillator and spin-1/2 system is quasi-isomorphic to the standard on-shell Weyl/Pauli factorization algebra, including state spaces on boundary intervals.
The virasoro vertex algebra and factorization algebras on riemann surfaces,
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Off-Shell Quantum Mechanics as Factorization Algebras on Intervals
The off-shell factorization algebra of quantum observables for the harmonic oscillator and spin-1/2 system is quasi-isomorphic to the standard on-shell Weyl/Pauli factorization algebra, including state spaces on boundary intervals.