9,621 research outputs found
Differential cross sections for high energy elastic hadron-hadron scattering in nonperturbative QCD
Total and differential cross sections for high energy and small momentum
transfer elastic hadron-hadron scattering are studied in QCD using a functional
integral approach. The hadronic amplitudes are governed by vacuum expectation
values of lightlike Wegner-Wilson loops, for which a matrix cumulant expansion
is derived. The cumulants are evaluated within the framework of the Minkowskian
version of the model of the stochastic vacuum. Using the second cumulant, we
calculate elastic differential cross sections for hadron-hadron scattering. The
agreement with experimental data is good.Comment: 30 pages, 14 figure
The Ongoing Impact of Modular Localization on Particle Theory
Modular localization is the concise conceptual formulation of causal
localization in the setting of local quantum physics. Unlike QM it does not
refer to individual operators but rather to ensembles of observables which
share the same localization region, as a result it explains the probabilistic
aspects of QFT in terms of the impure KMS nature arising from the local
restriction of the pure vacuum. Whereas it played no important role in the
perturbation theory of low spin particles, it becomes indispensible for
interactions which involve higher spin fields, where is leads to the
replacement of the operator (BRST) gauge theory setting in Krein space by a new
formulation in terms of stringlocal fields in Hilbert space. The main purpose
of this paper is to present new results which lead to a rethinking of important
issues of the Standard Model concerning massive gauge theories and the Higgs
mechanism. We place these new findings into the broader context of ongoing
conceptual changes within QFT which already led to new nonperturbative
constructions of models of integrable QFTs. It is also pointed out that modular
localization does not support ideas coming from string theory, as extra
dimensions and Kaluza-Klein dimensional reductions outside quasiclassical
approximations. Apart from hologarphic projections on null-surfaces, holograhic
relations between QFT in different spacetime dimensions violate the causal
completeness property, this includes in particular the Maldacena conjecture.
Last not least, modular localization sheds light onto unsolved problems from
QFT's distant past since it reveals that the Einstein-Jordan conundrum is
really an early harbinger of the Unruh effect.Comment: a small text overlap with unpublished arXiv:1201.632
Path Similarity Analysis: a Method for Quantifying Macromolecular Pathways
Diverse classes of proteins function through large-scale conformational
changes; sophisticated enhanced sampling methods have been proposed to generate
these macromolecular transition paths. As such paths are curves in a
high-dimensional space, they have been difficult to compare quantitatively, a
prerequisite to, for instance, assess the quality of different sampling
algorithms. The Path Similarity Analysis (PSA) approach alleviates these
difficulties by utilizing the full information in 3N-dimensional trajectories
in configuration space. PSA employs the Hausdorff or Fr\'echet path
metrics---adopted from computational geometry---enabling us to quantify path
(dis)similarity, while the new concept of a Hausdorff-pair map permits the
extraction of atomic-scale determinants responsible for path differences.
Combined with clustering techniques, PSA facilitates the comparison of many
paths, including collections of transition ensembles. We use the closed-to-open
transition of the enzyme adenylate kinase (AdK)---a commonly used testbed for
the assessment enhanced sampling algorithms---to examine multiple microsecond
equilibrium molecular dynamics (MD) transitions of AdK in its substrate-free
form alongside transition ensembles from the MD-based dynamic importance
sampling (DIMS-MD) and targeted MD (TMD) methods, and a geometrical targeting
algorithm (FRODA). A Hausdorff pairs analysis of these ensembles revealed, for
instance, that differences in DIMS-MD and FRODA paths were mediated by a set of
conserved salt bridges whose charge-charge interactions are fully modeled in
DIMS-MD but not in FRODA. We also demonstrate how existing trajectory analysis
methods relying on pre-defined collective variables, such as native contacts or
geometric quantities, can be used synergistically with PSA, as well as the
application of PSA to more complex systems such as membrane transporter
proteins.Comment: 9 figures, 3 tables in the main manuscript; supplementary information
includes 7 texts (S1 Text - S7 Text) and 11 figures (S1 Fig - S11 Fig) (also
available from journal site
Novel Aspects of QCD in Leptoproduction
I review several topics in electroproduction which test fundamental aspects
of QCD. These include the role of final-state interactions in producing
diffractive leptoproduction processes, the shadowing of nuclear structure
functions, and target-spin asymmetries. The antishadowing of nuclear structure
functions is shown to be quark-flavor specific, suggesting that some part of
the anomalous NuTeV result for could be due to the
non-universality of nuclear antishadowing for charged and neutral currents. I
also discuss the physics of the heavy-quark sea, hidden color in nuclear
wavefunctions, and evidence for color transparency for nuclear processes. The
AdS/CFT correspondence connecting superstring theory to superconformal gauge
theory has important implications for hadron phenomenology in the conformal
limit, including an all-orders demonstration of counting rules for hard
exclusive processes, as well as determining essential aspects of hadronic
light-front wavefunctions.Comment: Presented at the conference, Electron-Nucleus Scattering VIII,
Marciana Marina, Isola d'Elba, June 21-25, 200
- …