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Deformation quantization of noncommutative quantum mechanics and dissipation

Title
Deformation quantization of noncommutative quantum mechanics and dissipation
Type
Article in International Conference Proceedings Book
Year
2007
Authors
Bastos, C
(Author)
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Bertolami, O
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Dias, NC
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Prata, JN
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Conference proceedings International
Final page: 012058
3rd International Workshop DICE2006 - Quantum Mechanics between Decoherence and Determinism
Tuscany, ITALY, SEP 11-15, 2006
Scientific classification
FOS: Natural sciences > Physical sciences
Other information
Authenticus ID: P-004-EQS
Abstract (EN): We review the main features of the Weyl-Wigner formulation of noncommutative quantum mechanics. In particular, we present a star-product and a Moyal bracket suitable for this theory as well as the concept of noncommutative Wigner function. The properties of these quasi-distributions are discussed as well as their relation to the sets of ordinary Wigner functions and positive Lionville probability densities. Based on these notions we propose criteria for assessing whether a commutative regime has emerged in the realm of noncommutative quantum mechanics. To induce this noncommutative-commutative transition, we couple a particle to an external bath of oscillators. The master equation for the Brownian particle is deduced.
Language: English
Type (Professor's evaluation): Scientific
Contact: cbastos@fisica.ist.utl.pt; orfeu@cosmos.ist.utl.pt; ncdias@mail.telepac.pt; joao.prata@mail.telepac.pt
No. of pages: 6
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