Results 81 to 90 of about 615 (177)
Moyal Star-Product and Unitary Representations of the Euclidean Motion Group
, 2019 In this paper, the Moyal star-product quantization is used to construct the unitary irreducible representations of the Euclidean motion group on 3-dimensions. These unitary representations will come from the representation of its Lie algebra whose operators are defined by the left Moyal star-product multiplication. In fact, these representations of the
Balsomo, Alexander J., Nable, Job A.
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, 2005 We are interested in the similarities and differences between the quantum-classical (Q-C) and the noncommutative-commutative (NC-Com) correspondences.
Ardeshir Eftekharzadeh +3 more
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ON THE ⋆-PRODUCT QUANTIZATION AND THE DUFLO MAP IN THREE DIMENSIONS
, 2012 We analyze the star -product induced on F(R^3) by a suitable reduction of the Moyal product defined on F(R^4). This is obtained through the identification R^3 with g∗, the dual of a three- dimensional Lie algebra. We consider the su(2) case, exhibit a
ROSA, LUIGI, VITALE, PATRIZIA
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Jeffreys Divergence and Generalized Fisher Information Measures on Fokker-Planck Space-Time Random Field. [PDF]
Entropy (Basel), 2023 Zhang J.
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, 2003 Moyal noncommutative star-product deformations of higher dimensional gravitational Einstein-Hilbert actions via lower-dimensional SU(\infty) gauge theories are constructed explicitly based on the holographic reduction principle.
Castro \C
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An algebraic scheme associated with the noncommutative KP hierarchy and some of its extensions
, 2005 A well-known ansatz (`trace method') for soliton solutions turns the equations of the (noncommutative) KP hierarchy, and those of certain extensions, into families of algebraic sum identities. We develop an algebraic formalism, in particular involving a (
Dimakis, Aristophanes +3 more
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Correspondence between the Energy Equipartition Theorem in Classical Mechanics and Its Phase-Space Formulation in Quantum Mechanics. [PDF]
Entropy (Basel), 2023 Marulanda E, Restrepo A, Restrepo J.
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Diagonal Representation of Open String Star and Moyal Product
, 2002 LaTeX 2e, 21+12 pages, 6 figures, typos ...
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Evaluation of in vitro intrinsic radiosensitivity and characterization of five canine high-grade glioma cell lines. [PDF]
Front Vet Sci, 2023 Cartiaux B +6 more
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On the product system of a completely positive semigroup
, 2003 Given a W∗-continuous semigroup φ of unital, normal, completely positive maps of B(H), we introduce its continuous tensor product system Eφ. If α is a minimal dilation E0-semigroup of φ with Arveson product system F, then Eφ is canonically isomorphic to ...
Markiewicz, Daniel
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