1,297 research outputs found
Phantom Mimicry on the Normal Branch of a DGP-inspired Braneworld Scenario with Curvature Effect
It has been shown recently that phantom-like effect can be realized on the
normal branch of the DGP setup without introduction of any phantom matter
neither in the bulk nor on the brane and therefore without violation of the
null energy condition. It has been shown also that inclusion of the
Gauss-Bonnet term in the bulk action modifies this picture via curvature
effects. Here, based on the Lue-Starkman conjecture on the dynamical screening
of the brane cosmological constant in the DGP setup, we extend this proposal to
a general DGP-inspired model that stringy effects in the
ultra-violet sector of the theory are taken into account by inclusion of the
Gauss-Bonnet term in the bulk action. We study cosmological dynamics of this
setup, especially its phantom-like behavior and possible crossing of the
phantom divide line especially with a non-minimally coupled quintessence field
on the brane. In this setup, scalar field and curvature quintessence are
treated in a unified framework.Comment: 25 Figures, To appear in MPL
Can Quantum Gravitational Effects Manifest themselves at Large Distances?
Consider a proposed model of the universe with much greater than its
well-known value of . In this model universe, very large objects
can show quantum behaviors. In a scenario with large extra dimensions,
can attains very large values depending on the dimensionality of spacetime. In
this letter, we show that although conventional thinking indicates that quantum
gravitational effects should manifest themselves only at very small scales, in
actuality quantum gravitational effects can manifest themselves at large scales
too. We use the generalized uncertainty principle with a non-zero minimal
uncertainty in momentum as our primary input to construct a mathematical
framework for our proposal.Comment: 7 Pages, No Figure
Free Motion of a Dirac Particle with a Minimum Uncertainty in Position
In this paper, we present a covariant, relativistic noncommutative algebra
which includes two small deformation parameters. Using this algebra, we obtain
a generalized uncertainty principle which predicts a minimal observable length
in measure of space-time distances. Then, we introduce a new representation for
coordinate and momentum operators which leads to a generalized Dirac equation.
The solutions of the generalized Dirac equation for a free particle will be
explicitly obtained. We also obtain the modified fermionic propagator for a
free Dirac particle.Comment: 14 pages . . . accepted for publication in Reports on Mathematical
Physics. arXiv admin note: text overlap with arXiv:1103.1015,arXiv:1103.3805
by different author
Orbits of particles in noncommutative Schwarzschild spacetime
By considering particles as smeared objects, we investigate the effects of
space noncommutativity on the orbits of particles in Schwarzschild spacetime.
The effects of space noncommutativity on the value of the precession of the
perihelion of particle orbit and deflection of light ray in Schwarzschild
geometry are calculated and the stability of circular orbits is discussed.Comment: 14 Pages, 2 eps Figures, accepted for publication in Europhysics
Letter
- …