Buscar
Mostrando ítems 1-10 de 21
The quantization of galilean duffin-kemmer-petiau field
(2010-06)
We study the quantization of the Galilean covariant Duffin-Kemmer-Petiau (DKP) field in a five-dimensional manifold. The quantization is performed both in the canonical and in the path-integral scenario. It is considered ...
Galilean DKP theory and Bose-Einstein condensation
(Elsevier B.V., 2015-02-01)
This work is devoted to the development of Galilean Duffin-Kemmer-Petiau (DKP) theory at finite temperature and to the study of Bose-Einstein condensation (BEC). This DKP-like theory is formulated in a 5-dimensional manifold, ...
The Schrödinger and Pauli-Dirac Oscillators in Noncommutative Phase Space
(2011-02)
We investigate the non-relativistic Schrödinger and Pauli-Dirac oscillators in noncommutative phase space using the five-dimensional Galilean covariant framework. The Schrödinger oscillator presented the correct energy ...
The Schrodinger and Pauli-Dirac Oscillators in Noncommutative Phase Space
(Springer/plenum Publishers, 2011-02-01)
We investigate the non-relativistic Schrodinger and Pauli-Dirac oscillators in noncommutative phase space using the five-dimensional Galilean covariant framework. The Schrodinger oscillator presented the correct energy ...
The Schrodinger and Pauli-Dirac Oscillators in Noncommutative Phase Space
(Springer/plenum Publishers, 2011-02-01)
We investigate the non-relativistic Schrodinger and Pauli-Dirac oscillators in noncommutative phase space using the five-dimensional Galilean covariant framework. The Schrodinger oscillator presented the correct energy ...
Poincaré gauge theory and Galilean covariance
(1999)
We analyse the Poincaré gauge structure proposed by D. Cangemi and R. Jackiw (CJ) (Ann. Phys. (N.Y.)225, 229), in association with general Lie algebras and, in particular, with Galilean symmetries. In this context, the CJ ...
Poincaré gauge theory and Galilean covariance
(Annals of Physics, 1999)
We analyse the Poincaré gauge structure proposed by D. Cangemi and R. Jackiw (CJ) (Ann. Phys. (N.Y.)225, 229), in association with general Lie algebras and, in particular, with Galilean symmetries. In this context, the CJ ...
Galilean DKP theory and Bose-Einstein condensation
(Elsevier B.V., 2015)
Galilean DKP theory and Bose-Einstein condensation
(Elsevier B.V., 2015)