279 research outputs found
The photon PDF determination within the xFitter framework
The xFitter project (former HERAFitter project) is an open-source package
that provides a framework for the determination of the parton distribution
functions (PDFs) of the proton for many different kinds of analyses in Quantum
Chromodynamics (QCD). xFitter version 2.0.0 has recently been released, and
offers an expanded set of tools and options. It incorporates experimental data
from a wide range of experiments including fixed-target, Tevatron, HERA, and
LHC. xFitter can analyze this data up to next-to-next-to-leading-order (NNLO)
in perturbation theory with a variety of theoretical calculations including
numerous methodological options for carrying out PDF fits and plotting tools
which help visualise the results. In this contribution, a determination of the
photon PDF from fits to recent ATLAS measurements of high-mass Drell-Yan
dilepton production at = 8 TeV using this framework is presented.
The work presented here is based on the paper published here: Eur.Phys.J. C77
(2017) no.6, 400Comment: 4 pages, 4 figures, Proceedings of the EPS-HEP17 conferenc
Measurements of boson production in association with heavy flavour at ATLAS
The production of bosons in association with heavy flavour jets or
hadrons at the LHC is sensitive to the flavour content of the proton and
provides an important test of perturbative QCD. The production of a boson
in association with and mesons will be discussed. This
precision measurement provides information about the strange content of the
proton. Measurements are compared to the state-of-the art
next-to-next-to-leading order theoretical calculations.Comment: 6 pages, 3 figures, contribution to the Proceedings of DIS2023: XXX
International Workshop on Deep-Inelastic Scattering and Related Subjects,
Michigan State University, USA, 27-31 March 202
Fiscal and monetary interaction under monetary policy uncertainty
Despite the recent increasing number of studies on monetary policy uncertainty, its role on the strategic interactions between fiscal and monetary policies has not been fully explored. Our paper aims to fill this gap by tackling this issue by evaluating the consequences produced by multiplicative uncertainty in such a context.Monetary-fiscal policy interactions, paramenter uncertainty, symbiosis, monetary policy attenuation
Robust control in a sticky information economy
This paper analyzes the behavior of a central bank under strong ("Knightian") uncertainty when the short run trade-off between output and inflation is represented by the Sticky Information Phillips Curve recently proposed by Mankiw and Reis (2002). By solving the robust control problem analytically, this paper elucidates the economic mechanisms at play in a sticky information economy and shows how and why the robust monetary policy in this economy differs from the optimal one identi fied by Ball, Mankiw and Reis (2005)
High- quark density and their impact on -boson dilepton searches
In this proceeding, we study the influence of theoretical systematic
uncertainties due to the quark density on LHC experimental searches for
-bosons. Using an approach originally proposed in the context of the ABMP16
PDF set for the high- behaviour of the quark density, we presents results on
differential cross section and Forward-Backward asymmetry observables commonly
used to study signals in dilepton channels.Comment: 6 pages, 4 figures, proceeding of EPS-HEP 202
Policy Uncertainty, Symbiosis, and the Optimal Fiscal and Monetary Conservativeness
This paper extends the stabilization game between monetary and fiscal authorities to the case of multiplicative (model) uncertainty. In this context, the “symbiosis assumption”, i.e. fiscal and monetary policy share the same ideal targets, no longer guarantees the achievement of ideal output and inflation, unless the ideal output is equal to its natural level. A time consistency problem arises.Monetary-fiscal policy interactions, uncertainty, symbiosis.
Policy Uncertainty, Symbiosis, and the Optimal Fiscal and Monetary Conservativeness
This paper extends a well-known macroeconomic stabilization game between monetary and fiscal authorities introduced by Dixit and Lambertini (American Economic Review, 93: 1522-1542) to multiplicative (policy) uncertainty. We find that even if fiscal and monetary authorities share a common output and inflation target (i.e. the symbiosis assumption), the achievement of the common targets is no longer guaranteed; under multiplicative uncertainty, in fact, a time consistency problem arises unless policymakers� output target is equal to the natural level.Monetary-fiscal policy interactions, uncertainty, symbiosis.
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