12,931 research outputs found
Stock Market Interdependence: Evidence from Australia
This study examines the relationship between Australiaâs stock market and the five largest international markets for the period 1991 through 2001. Preliminary findings, using correlation statistics, indicated potential benefits to international diversification for the Australian investor. Further analysis, conducted in the VAR framework using the Johansen co-integration method, found that the Australian market has short and long run linkages with the United States, while tests with other markets found little evidence of interdependence. Moreover, only the US market was found to Grangercause the Australian market.Interdependence, price linkages, internationalisation.
Values of inland fisheries in the Mekong river basin
This report provides an overview of the biological, economical, social and cultural values of river fisheries in the Lower Mekong Basin (Yunan, Laos, Thailand, Cambodia and Vietnam). The report also identifies the main impacts of environmental changes on these values.Inland fisheries, Socioeconomic aspects, Economic analysis, Asia, ISEW, Vietnam, Mekong River Delta, Mekong Delta,
Quantum Theory of a Resonant Photonic Crystal
We present a quantum model of two-level atoms localized in a 3D lattice,
based on the Hopfield theory of exciton polaritons. In addition to a
polaritonic gap at the exciton energy, a photonic bandgap opens up at the
Brillouin zone boundary. Upon tuning the lattice period or angle of incidence
to match the photonic gap with the exciton energy, one obtains a combined
polaritonic and photonic gap as a generalization of Rabi splitting. For typical
experimental parameters, the size of the combined gap is on the order of 25
cm^{-1}, up to 10^5 times the detuned gap size. The dispersion curve contains a
branch supporting slow-light modes with vanishing exciton probability density.Comment: 4 pages, 3 figure
Intrinsically Motivated Learning of Visual Motion Perception and Smooth Pursuit
We extend the framework of efficient coding, which has been used to model the
development of sensory processing in isolation, to model the development of the
perception/action cycle. Our extension combines sparse coding and reinforcement
learning so that sensory processing and behavior co-develop to optimize a
shared intrinsic motivational signal: the fidelity of the neural encoding of
the sensory input under resource constraints. Applying this framework to a
model system consisting of an active eye behaving in a time varying
environment, we find that this generic principle leads to the simultaneous
development of both smooth pursuit behavior and model neurons whose properties
are similar to those of primary visual cortical neurons selective for different
directions of visual motion. We suggest that this general principle may form
the basis for a unified and integrated explanation of many perception/action
loops.Comment: 6 pages, 5 figure
Global dynamics of a harmonically excited oscillator with a play : Numerical studies
This work was supported by the National Secretariat of Science, Technology and Innovation of Ecuador (SENESCYT); the Escuela Superior Politécnica del Litoral of Ecuador (ESPOL); the National Natural Science Foundation of China (11272268, 11572263) and Scholarship of China. A.S.E. Chong and Y. Yue acknowledge the hospitality of the Centre of Applied Dynamics Research at the University of Aberdeen.Peer reviewedPostprin
Phononic Rogue Waves
We present a theoretical study of extreme events occurring in phononic
lattices. In particular, we focus on the formation of rogue or freak waves,
which are characterized by their localization in both spatial and temporal
domains. We consider two examples. The first one is the prototypical nonlinear
mass-spring system in the form of a homogeneous Fermi-Pasta-Ulam-Tsingou (FPUT)
lattice with a polynomial potential. By deriving an approximation based on the
nonlinear Schroedinger (NLS) equation, we are able to initialize the FPUT model
using a suitably transformed Peregrine soliton solution of the NLS, obtaining
dynamics that resembles a rogue wave on the FPUT lattice. We also show that
Gaussian initial data can lead to dynamics featuring rogue wave for
sufficiently wide Gaussians. The second example is a diatomic granular crystal
exhibiting rogue wave like dynamics, which we also obtain through an NLS
reduction and numerical simulations. The granular crystal (a chain of particles
that interact elastically) is a widely studied system that lends itself to
experimental studies. This study serves to illustrate the potential of such
dynamical lattices towards the experimental observation of acoustic rogue
waves.Comment: 9 pages, 4 figure
Demonstration of dispersive rarefaction shocks in hollow elliptical cylinder chains
We report an experimental and numerical demonstration of dispersive
rarefaction shocks (DRS) in a 3D-printed soft chain of hollow elliptical
cylinders. We find that, in contrast to conventional nonlinear waves, these DRS
have their lower amplitude components travel faster, while the higher amplitude
ones propagate slower. This results in the backward-tilted shape of the front
of the wave (the rarefaction segment) and the breakage of wave tails into a
modulated waveform (the dispersive shock segment). Examining the DRS under
various impact conditions, we find the counter-intuitive feature that the
higher striker velocity causes the slower propagation of the DRS. These unique
features can be useful for mitigating impact controllably and efficiently
without relying on material damping or plasticity effects
Coupling/decoupling between translational and rotational dynamics in a supercooled molecular liquid
We use molecular dynamics computer simulations to investigate the
coupling/decoupling between translational and rotational dynamics in a
glass-forming liquid of dumbbells. This is done via a careful analysis of the
-relaxation time of the incoherent
center-of-mass density correlator at the structure factor peak, the
-relaxation time of the reorientational correlator, and the
translational () and rotational () diffusion constants. We find
that the coupling between the relaxation times and
increases with decreasing temperature , whereas the coupling
decreases between the diffusivities and . In addition, the
-dependence of decouples from that of , which is
consistent with previous experiments and has been interpreted as a signature of
the "translation-rotation decoupling." We trace back these apparently
contradicting observations to the dynamical heterogeneities in the system. We
show that the decreasing coupling in the diffusivities and is
only apparent due to the inadequacy of the concept of the rotational diffusion
constant for describing the reorientational dynamics in the supercooled state.
We also argue that the coupling between and
and the decoupling between and , both of which strengthen
upon cooling, can be consistently understood in terms of the growing dynamic
length scale.Comment: revised manuscript, to appear in Phys. Rev. Let
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