• Title of article

    Observables, states, and symmetries in the context of CB-effect algebras

  • Author/Authors

    Foulis، نويسنده , , David J.، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2007
  • Pages
    18
  • From page
    329
  • To page
    346
  • Abstract
    The purpose of this article is to advance the following proposition: Corresponding to a class of physical systems that are subject to experimental investigation and that admit a common physical theory is a so-called CB-effect algebra which, in a natural way, hosts the main ingredients of the physical theory, namely observables, states, and symmetries.
  • Keywords
    conditioned state , Probability measure , 03.65.Ta. , Boolean algebra , compression base , Effect algebra , monotone ?-complete , CB-effect algebra , effect-algebra morphism , Observable , POV-rneasure , Borel observable , ?-observable , ?-state , state , Symmetry
  • Journal title
    Reports on Mathematical Physics
  • Serial Year
    2007
  • Journal title
    Reports on Mathematical Physics
  • Record number

    1585832