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von Neumann algebras in JT gravity
Published 2023-06-01“…We consider the von Neumann algebra generated by the right Hamiltonian and the gravitationally dressed matter operators on the right boundary. …”
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von Neumann algebras in JT gravity
Published 2023“…We consider the von Neumann algebra generated by the right Hamiltonian and the gravitationally dressed matter operators on the right boundary. …”
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Duality for crossed products of von Neumann algebras /
Published 1979Subjects: “…Von Neumann algebras…”
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Von Neumann algebra description of inflationary cosmology
Published 2023-11-01“…Abstract We study the von Neumann algebra description of the inflationary quasi-de Sitter (dS) space. …”
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Topologies on central extensions of von Neumann algebras
Published 2012-04-01Subjects: Get full text
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Characterizations of local Lie derivations on von Neumann algebras
Published 2022-02-01Subjects: Get full text
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Continuous crossed products and type 3 von Neumann algebras /
Published 1978Subjects: “…Von Neumann algebras…”
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Lattice isomorphisms between projection lattices of von Neumann algebras
Published 2020-01-01“…Generalizing von Neumann’s result on type II $_1$ von Neumann algebras, I characterise lattice isomorphisms between projection lattices of arbitrary von Neumann algebras by means of ring isomorphisms between the algebras of locally measurable operators. …”
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Acting Semicircular Elements Induced by Orthogonal Projections on Von-Neumann-Algebras
Published 2017-12-01Subjects: Get full text
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Characterization of Lie-Type Higher Derivations of von Neumann Algebras with Local Actions
Published 2023-11-01Subjects: Get full text
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Non-global nonlinear skew Lie triple derivations on factor von Neumann algebras
Published 2022-05-01Subjects: Get full text
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Linear maps on von-Neumann algebras behaving like anti-derivations at orthogonal elements
Published 2022-03-01Subjects: Get full text
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Linear maps on von Neumann algebras acting as Lie type derivation via local actions
Published 2021-06-01Subjects: Get full text
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Non-isomorphism of A ∗ n,2≤ n ≤∞, for a non-separable abelian von Neumann algebra A
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Noncommutative Fourier Analysis on Invariant Subspaces: Frames of Unitary Orbits and Hilbert Modules over Group von Neumann Algebras
Published 2016-12-01“…These invariant spaces can be characterized, by means of Fourier intertwining operators, as modules whose rings of coefficients are given by the group von Neumann algebra, endowed with an unbounded operator valued pairing which defines a noncommutative Hilbert structure. …”
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