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  1. Spectral Order Automorphisms on Hilbert Space Effects and Observables: The 2-Dimensional Case

    In the earlier paper (Molnár and Šemrl in Lett Math Phys 80:239–255, 2007 ), we described the structure of all spectral order automorphisms of the...

    Lajos Molnár, Gergő Nagy in Letters in Mathematical Physics
    Article 29 February 2016

  2. Mixture Preserving Maps on Von Neumann Algebra Effects

    In this paper we determine the structure of all bijective maps between the effect algebras of different von Neumann algebras which preserve mixtures...

    Lajos Molnár, Werner Timmermann in Letters in Mathematical Physics
    Article 20 February 2007

  3. Spectral Order Automorphisms of the Spaces of Hilbert Space Effects and Observables

    We describe the general form of bijective maps on the space of all Hilbert space effects or all observables on a finite dimensional space which...

    Lajos Molnár, Peter Šemrl in Letters in Mathematical Physics
    Article 25 May 2007
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