1,263 research outputs found

    Exploratory studies for the position-space approach to hadronic light-by-light scattering in the muon g−2g-2

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    The well-known discrepancy in the muon g−2g-2 between experiment and theory demands further theory investigations in view of the upcoming new experiments. One of the leading uncertainties lies in the hadronic light-by-light scattering contribution (HLbL), that we address with our position-space approach. We focus on exploratory studies of the pion-pole contribution in a simple model and the fermion loop without gluon exchanges in the continuum and in infinite volume. These studies provide us with useful information for our planned computation of HLbL in the muon g−2g-2 using full QCD.Comment: 8 pages, 11 figures, 1 table, Lattice 2017 proceedings, Granada, Spai

    "Some of us need to be taken care of": young adults' perspectives on support and help in drug reducing interventions in coercive contexts in Denmark and the UK

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    This paper provides an account of young people’s experiences of and perspectives on help and support in drug reducing interventions. It is based on interviews with young people age 14–25 who were in contact with the Criminal Justice System (CJS) and, at the same time, participated in a drug reducing intervention. The interview data forms part of the EU funded EPPIC project. Two main themes emerged from the young peoples’ accounts that cut across different types of interventions and social systems in both countries. The first revolves around the ‘system’ of welfare, criminal justice, health and educational services and the barriers young people encountered in navigating the system to find help. The second revolves around the young people’s experiences with professionals, including what they appreciated and what they found problematic in professionals’ approach to them. Basing our analysis on data from two different countries, we are able to emphasize similarities in the young peoples’ perspectives, despite being enrolled in different drug reducing and CJS interventions. The insights gained indicate a need for systems and service changes that can facilitate a better balance between building individual resilience and providing appropriate, timely and adequate support within a ‘resilience-building environmen

    Hadronic light-by-light scattering in the anomalous magnetic moment of the muon

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    Hadronic light-by-light scattering in the anomalous magnetic moment of the muon aμa_\mu is one of two hadronic effects limiting the precision of the Standard Model prediction for this precision observable, and hence the new-physics discovery potential of direct experimental determinations of aμa_\mu. In this contribution, we report on recent progress in the calculation of this effect achieved both via dispersive and lattice QCD methods.Comment: 14 pages, 7 figures; submitted as proceedings contribution for the 15th International Workshop on Tau Lepton Physic

    A Lindley-type equation arising from a carousel problem

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    Abstract: In this paper we consider a system with two carousels operated by one picker. The items to be picked are randomly located on the carousels and the pick times follow a phasetype distribution. The picker alternates between the two carousels, picking one item at a time. Important performance characteristics are the waiting time of the picker and the throughput of the two carousels. The waiting time of the picker satisfies an equation very similar to Lindley’s equation for the waiting time in the P H/U/1 queue. Although the latter equation has no simple solution, it appears that the one for the waiting time of the picker can be solved explicitly. Furthermore, it is well known that the mean waiting time in the P H/U/1 queue depends on to the complete inter-arrival time distribution, but numerical results show that, for the carousel system, the mean waiting time and throughput are rather insensitive to the pick-time distribution

    Measurement-Adaptive Cellular Random Access Protocols

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    This work considers a single-cell random access channel (RACH) in cellular wireless networks. Communications over RACH take place when users try to connect to a base station during a handover or when establishing a new connection. Within the framework of Self-Organizing Networks (SONs), the system should self- adapt to dynamically changing environments (channel fading, mobility, etc.) without human intervention. For the performance improvement of the RACH procedure, we aim here at maximizing throughput or alternatively minimizing the user dropping rate. In the context of SON, we propose protocols which exploit information from measurements and user reports in order to estimate current values of the system unknowns and broadcast global action-related values to all users. The protocols suggest an optimal pair of user actions (transmission power and back-off probability) found by minimizing the drift of a certain function. Numerical results illustrate considerable benefits of the dropping rate, at a very low or even zero cost in power expenditure and delay, as well as the fast adaptability of the protocols to environment changes. Although the proposed protocol is designed to minimize primarily the amount of discarded users per cell, our framework allows for other variations (power or delay minimization) as well.Comment: 31 pages, 13 figures, 3 tables. Springer Wireless Networks 201

    Large deviations for a damped telegraph process

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    In this paper we consider a slight generalization of the damped telegraph process in Di Crescenzo and Martinucci (2010). We prove a large deviation principle for this process and an asymptotic result for its level crossing probabilities (as the level goes to infinity). Finally we compare our results with the analogous well-known results for the standard telegraph process

    Area distribution and the average shape of a L\'evy bridge

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    We consider a one dimensional L\'evy bridge x_B of length n and index 0 < \alpha < 2, i.e. a L\'evy random walk constrained to start and end at the origin after n time steps, x_B(0) = x_B(n)=0. We compute the distribution P_B(A,n) of the area A = \sum_{m=1}^n x_B(m) under such a L\'evy bridge and show that, for large n, it has the scaling form P_B(A,n) \sim n^{-1-1/\alpha} F_\alpha(A/n^{1+1/\alpha}), with the asymptotic behavior F_\alpha(Y) \sim Y^{-2(1+\alpha)} for large Y. For \alpha=1, we obtain an explicit expression of F_1(Y) in terms of elementary functions. We also compute the average profile < \tilde x_B (m) > at time m of a L\'evy bridge with fixed area A. For large n and large m and A, one finds the scaling form = n^{1/\alpha} H_\alpha({m}/{n},{A}/{n^{1+1/\alpha}}), where at variance with Brownian bridge, H_\alpha(X,Y) is a non trivial function of the rescaled time m/n and rescaled area Y = A/n^{1+1/\alpha}. Our analytical results are verified by numerical simulations.Comment: 21 pages, 4 Figure
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