Self-adjoint Operators as Functions I

Von Neumann algebra Self-adjoint operator
DOI: 10.1007/s00220-014-1991-3 Publication Date: 2014-04-11T20:51:55Z
ABSTRACT
Observables of a quantum system, described by self-adjoint operators in a von Neumann algebra or affiliated with it in the unbounded case, form a conditionally complete lattice when equipped with the spectral order. Using this order-theoretic structure, we develop a new perspective on quantum observables.
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