18,395 research outputs found
Equation of state in 2+1 flavor QCD with improved Wilson quarks by the fixed scale approach
We study the equation of state in 2+1 flavor QCD with nonperturbatively
improved Wilson quarks coupled with the RG-improved Iwasaki glue. We apply the
-integration method to nonperturbatively calculate the equation of state by
the fixed-scale approach. With the fixed-scale approach, we can purely vary the
temperature on a line of constant physics without changing the system size and
renormalization constants. Unlike the conventional fixed- approach, it is
easy to keep scaling violations small at low temperature in the fixed scale
approach. We study 2+1 flavor QCD at light quark mass corresponding to
, while the strange quark mass is chosen around the
physical point. Although the light quark masses are heavier than the physical
values yet, our equation of state is roughly consistent with recent results
with highly improved staggered quarks at large .Comment: 14 pages, 12 figures, v2: Table I and Figure 3 are corrected,
reference updated. Main discussions and conclusions are unchanged, v3:
version to appear in PRD, v4: reference adde
The remapped particle-mesh advection scheme
We describe the remapped particle-mesh method, a new mass-conserving method
for solving the density equation which is suitable for combining with
semi-Lagrangian methods for compressible flow applied to numerical weather
prediction. In addition to the conservation property, the remapped
particle-mesh method is computationally efficient and at least as accurate as
current semi-Lagrangian methods based on cubic interpolation. We provide
results of tests of the method in the plane, results from incorporating the
advection method into a semi-Lagrangian method for the rotating shallow-water
equations in planar geometry, and results from extending the method to the
surface of a sphere
Single Frame Image super Resolution using Learned Directionlets
In this paper, a new directionally adaptive, learning based, single image
super resolution method using multiple direction wavelet transform, called
Directionlets is presented. This method uses directionlets to effectively
capture directional features and to extract edge information along different
directions of a set of available high resolution images .This information is
used as the training set for super resolving a low resolution input image and
the Directionlet coefficients at finer scales of its high-resolution image are
learned locally from this training set and the inverse Directionlet transform
recovers the super-resolved high resolution image. The simulation results
showed that the proposed approach outperforms standard interpolation techniques
like Cubic spline interpolation as well as standard Wavelet-based learning,
both visually and in terms of the mean squared error (mse) values. This method
gives good result with aliased images also.Comment: 14 pages,6 figure
Fixed Scale Approach to Equation of State in Lattice QCD
A new approach to study the equation of state in finite-temperature QCD is
proposed on the lattice. Unlike the conventional method in which the temporal
lattice size is fixed, the temperature is varied by changing at
fixed lattice scale. The pressure of the hot QCD plasma is calculated by the
integration of the trace anomaly with respect to at fixed lattice scale.
This "-integral method" is tested in quenched QCD on isotropic and
anisotropic lattices and is shown to give reliable results especially at
intermediate and low temperatures.Comment: 5 pages, ReVTeX, 4 figures, version to appear in PR
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