416 research outputs found
A QCD Analysis of Double Parton Scattering: Color Correlations, Interference Effects and Evolution
We derive a factorization formula for the double Drell-Yan cross section in
terms of double parton distribution functions (dPDFs). Diparton flavor, spin
and color correlations and parton-exchange interference terms contribute, even
for unpolarized beams. Soft radiation effects are nontrivial for the color
correlation and interference contributions, and are described by
non-perturbative soft functions. We provide a field-theoretic definition of the
quark dPDFs and study some of their basic properties, including discrete
symmetries and their interpretation in a non-relativistic quark model. We
calculate the renormalization group evolution of the quark dPDFs and of the
soft functions. The evolution receives contributions from both ultraviolet and
rapidity divergences. We find that color correlation and interference effects
are Sudakov suppressed, greatly reducing the number of dPDFs needed to describe
double parton scattering at high energy experiments.Comment: 24 pages, 15 figures, v2: added WW cross section, additional spin
structures, finite terms of one-loop soft function, journal versio
Aerial Vehicle Tracking by Adaptive Fusion of Hyperspectral Likelihood Maps
Hyperspectral cameras can provide unique spectral signatures for consistently
distinguishing materials that can be used to solve surveillance tasks. In this
paper, we propose a novel real-time hyperspectral likelihood maps-aided
tracking method (HLT) inspired by an adaptive hyperspectral sensor. A moving
object tracking system generally consists of registration, object detection,
and tracking modules. We focus on the target detection part and remove the
necessity to build any offline classifiers and tune a large amount of
hyperparameters, instead learning a generative target model in an online manner
for hyperspectral channels ranging from visible to infrared wavelengths. The
key idea is that, our adaptive fusion method can combine likelihood maps from
multiple bands of hyperspectral imagery into one single more distinctive
representation increasing the margin between mean value of foreground and
background pixels in the fused map. Experimental results show that the HLT not
only outperforms all established fusion methods but is on par with the current
state-of-the-art hyperspectral target tracking frameworks.Comment: Accepted at the International Conference on Computer Vision and
Pattern Recognition Workshops, 201
Electroweak Radiative Corrections to Higgs Production via Vector Boson Fusion using Soft-Collinear Effective Theory
Soft-collinear effective theory (SCET) is applied to compute electroweak
radiative corrections to Higgs production via gauge boson fusion, q q -> q q H.
There are several novel features which make this process an interesting
application of SCET. The amplitude is proportional to the Higgs vacuum
expectation value (VEV), and so is not a gauge singlet amplitude. Standard
resummation methods require a gauge singlet operator and do not apply here. The
SCET analysis requires operators with both collinear and soft external fields,
with the Higgs VEV being described by an external soft \phi\ field. There is a
scalar soft-collinear transition operator in the SCET Lagrangian which
contributes to the scattering amplitude, and is derived here.Comment: Waalewijn added as author. Some errors in previous arXiv version
fixed. This version is updated to the published versio
Chiral Perturbation Theory Analysis of the Baryon Magnetic Moments
Nonanalytic and chiral corrections to the baryon
magnetic moments are computed. The calculation includes contributions from both
intermediate octet and decuplet baryon states. Unlike the one-loop
contributions to the baryon axial currents and masses, the contribution from
decuplet intermediate states does not partially cancel that from octet
intermediate states. The fit to the observed magnetic moments including
corrections is found to be much worse than the tree level SU(3) fit
if values for the baryon-pion axial coupling constants obtained from a tree
level extraction are used. Using the axial coupling constant values extracted
at one loop results in a better fit to the magnetic moments than the tree level
SU(3) fit. There are three linear relations amongst the magnetic moments when
corrections are included, and one relation including ,
and corrections. These relations are independent of the
axial coupling constants of the baryons and agree well with experiment.Comment: (16 pages, 2 figures; uses harvmac and uufiles), CERN-TH.6735/92,
UCSD/PTH 92-3
Baryon Exotics in the Quark Model, the Skyrme Model and QCD
We identify the quantum numbers of baryon exotics in the Quark Model, the
Skyrme Model and QCD, and show that they agree for arbitrary colors and
flavors. We define exoticness, E, which can be used to classify the states. The
exotic baryons include the recently discovered qqqq qbar pentaquarks (E=1), as
well as exotic baryons with additional q qbar pairs (E >=1). The mass formula
for non-exotic and exotic baryons is given as an expansion in 1/N, and allows
one to relate the moment of inertia of the Skyrme soliton to the mass of a
constituent quark
Gravitational Lensing of the CMB: a Feynman Diagram Approach
We develop a Feynman diagram approach to calculating correlations of the
Cosmic Microwave Background (CMB) in the presence of distortions. As one
application, we focus on CMB distortions due to gravitational lensing by Large
Scale Structure (LSS). We study the Hu-Okamoto quadratic estimator for
extracting lensing from the CMB and derive the noise of the estimator up to
in the lensing potential . The previously noted
large term can be significantly reduced by a
reorganization of the expansion. Our approach makes it simple to obtain
expressions for quadratic estimators based on any CMB channel. We briefly
discuss other applications to cosmology of this diagrammatic approach, such as
distortions of the CMB due to patchy reionization, or due to Faraday rotation
from primordial axion fields.Comment: 5 pages, 8 figures, v2: journal versio
Higher-Order Gravitational Lensing Reconstruction using Feynman Diagrams
We develop a method for calculating the correlation structure of the Cosmic
Microwave Background (CMB) using Feynman diagrams, when the CMB has been
modified by gravitational lensing, Faraday rotation, patchy reionization, or
other distorting effects. This method is used to calculate the bias of the
Hu-Okamoto quadratic estimator in reconstructing the lensing power spectrum up
to O(\phi^4) in the lensing potential . We consider both the diagonal
noise TTTT, EBEB, etc. and, for the first time, the off-diagonal noise TTTE,
TBEB, etc. The previously noted large O(\phi^4) term in the second order noise
is identified to come from a particular class of diagrams. It can be
significantly reduced by a reorganization of the expansion. These
improved estimators have almost no bias for the off-diagonal case involving
only one component of the CMB, such as EEEB.Comment: 17 pages, 17 figure
Dispersion Relation Bounds for pi pi Scattering
Axiomatic principles such as analyticity, unitarity and crossing symmetry
constrain the second derivative of the pi pi scattering amplitudes in some
channels to be positive in a region of the Mandelstam plane. Since this region
lies in the domain of validity of chiral perturbation theory, we can use these
positivity conditions to bound linear combinations of \bar{l}_1 and \bar{l}_2.
We compare our predictions with those derived previously in the literature
using similar methods. We compute the one-loop pi pi scattering amplitude in
the linear sigma model (LSM) using the MS-bar scheme, a result hitherto absent
in the literature. The LSM values for \bar{l}_1 and \bar{l}_2 violate the
bounds for small values of m_sigma/m_pi. We show how this can occur, while
still being consistent with the axiomatic principles.Comment: 12 pages, 8 figures. Two references added, a few minor changes.
Published versio
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