3,676 research outputs found

    Reconceptualising the information system as a service

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    Information Technology (IT) now plays a central role in almost all aspects of business. However to best realise the potential of IT, it is vital that educators adopt strategies that challenge rather than reinforce existing disciplinary divides in IT education and business. This paper supports the application of active learning, via the use of a serial teaching case, towards bridging disciplinary divides in IT education. Specifically, the case calls for the design, development and implementation of an Integrated Management Information System. Students are therefore required to demonstrate analytical as well as technical skill-sets in the areas of IT, accounting and business. The paper describes the business context facing AHN Ltd. and illustrates the pedagogic use of the case as a means of integrating IT with aspects of accounting and business knowledge, towards helping educators contribute to answering the calls from academia (Panko, 2008) and industry (Chan and Reich, 2007) for graduates with a hybrid of business and IT skill-sets

    Adaptive driver modelling in ADAS to improve user acceptance: A study using naturalistic data

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    Accurate understanding of driver behaviour is crucial for future Advanced Driver Assistance Systems (ADAS) and autonomous driving. For user acceptance it is important that ADAS respect individual driving styles and adapt accordingly. Using data collected during a naturalistic driving study carried out at the University of Southampton, we assess existing models of driver acceleration and speed choice during car following and when cornering. We observe that existing models of driver behaviour that specify a preferred inter-vehicle spacing in car-following situations appear to be too prescriptive, with a wide range of acceptable spacings visible in the naturalistic data. Bounds on lateral acceleration during cornering from the literature are visible in the data, but appear to be influenced by the minimum cornering radii specified in design codes for UK roadway geometry. This analysis of existing driver models is used to suggest a small set of parameters that are sufficient to characterise driver behaviour in car-following and curve driving, which may be estimated in real-time by an ADAS to adapt to changing driver behaviour. Finally, we discuss applications to adaptive ADAS with the objectives of improving road safety and promoting eco-driving, and suggest directions for future researc

    The screen representation of vector coupling coefficients or Wigner 3j symbols: exact computation and illustration of the asymptotic behavior

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    The Wigner 3j3j symbols of the quantum angular momentum theory are related to the vector coupling or Clebsch-Gordan coefficients and to the Hahn and dual Hahn polynomials of the discrete orthogonal hyperspherical family, of use in discretization approximations. We point out the important role of the Regge symmetries for defining the screen where images of the coefficients are projected, and for discussing their asymptotic properties and semiclassical behavior. Recursion relationships are formulated as eigenvalue equations, and exploited both for computational purposes and for physical interpretations.Comment: 14 pages, 8 figures, presented at ICCSA 2014, 14th International Conference on Computational Science and Application

    Plane waves in quantum gravity: breakdown of the classical spacetime

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    Starting with the Hamiltonian formulation for spacetimes with two commuting spacelike Killing vectors, we construct a midisuperspace model for linearly polarized plane waves in vacuum gravity. This model has no constraints and its degrees of freedom can be interpreted as an infinite and continuous set of annihilation and creation like variables. We also consider a simplified version of the model, in which the number of modes is restricted to a discrete set. In both cases, the quantization is achieved by introducing a Fock representation. We find regularized operators to represent the metric and discuss whether the coherent states of the quantum theory are peaked around classical spacetimes. It is shown that, although the expectation value of the metric on Killing orbits coincides with a classical solution, its relative fluctuations become significant when one approaches a region where null geodesics are focused. In that region, the spacetimes described by coherent states fail to admit an approximate classical description. This result applies as well to the vacuum of the theory.Comment: 11 pages, no figures, version accepted for publication in Phys. Rev.

    Symmetric angular momentum coupling, the quantum volume operator and the 7-spin network: a computational perspective

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    A unified vision of the symmetric coupling of angular momenta and of the quantum mechanical volume operator is illustrated. The focus is on the quantum mechanical angular momentum theory of Wigner's 6j symbols and on the volume operator of the symmetric coupling in spin network approaches: here, crucial to our presentation are an appreciation of the role of the Racah sum rule and the simplification arising from the use of Regge symmetry. The projective geometry approach permits the introduction of a symmetric representation of a network of seven spins or angular momenta. Results of extensive computational investigations are summarized, presented and briefly discussed.Comment: 15 pages, 10 figures, presented at ICCSA 2014, 14th International Conference on Computational Science and Application

    Living with multiple losses: Insights from patients living with pressure injury

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    © 2017 Australian College of Nursing Ltd Background: Pressure injury is a common problem. Its prevention and treatment is predominantly focussed on views, perceptions and knowledge of healthcare staff rather than on patient experience, particularly those patients living in their own homes. Aim: This paper reports findings on patients experiences and perceptions of loss associated with PI. These findings are drawn from a larger study of pressure injury patients living and receiving care in the community. Methods: Qualitative interviews with 12 participants with pressure injury and five carers. Data was audio recorded and thematically analysed. The study is reported in accordance with the COREQ guidelines. Findings: Having a pressure injury negatively affected many aspects of life for our participants resulting in multiple losses. These losses included loss of mobility and independence, privacy and dignity, and social engagement and ability to engage in preferred activities. Discussion: Although the effects of a pressure injury may be similar for many people, the most important issues will differ from person-to-person thus treatment and prevention of pressure injury requires a multidisciplinary team having a holistic care approach. Some patients’ pressure injury will never heal and it is increasingly important to involve the patient to find out what matters most to them and how their wound is impacting on them, to jointly develop a holistic, person-centred plan. Conclusion: Policy and practice should recognise and reflect that patients living with a pressure injury at home have different challenges and needs to those in acute or long term care. Pragmatic solutions in the delivery of pressure injury care are needed to compliment the drive to move healthcare from the hospital-to-home

    The Screen representation of spin networks: 2D recurrence, eigenvalue equation for 6j symbols, geometric interpretation and Hamiltonian dynamics

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    This paper treats 6j symbols or their orthonormal forms as a function of two variables spanning a square manifold which we call the "screen". We show that this approach gives important and interesting insight. This two dimensional perspective provides the most natural extension to exhibit the role of these discrete functions as matrix elements that appear at the very foundation of the modern theory of classical discrete orthogonal polynomials. Here we present 2D and 1D recursion relations that are useful for the direct computation of the orthonormal 6j, which we name U. We present a convention for the order of the arguments of the 6j that is based on their classical and Regge symmetries, and a detailed investigation of new geometrical aspects of the 6j symbols. Specifically we compare the geometric recursion analysis of Schulten and Gordon with the methods of this paper. The 1D recursion relation, written as a matrix diagonalization problem, permits an interpretation as a discrete Schr\"odinger-like equations and an asymptotic analysis illustrates semiclassical and classical limits in terms of Hamiltonian evolution.Comment: 14 pages,9 figures, presented at ICCSA 2013 13th International Conference on Computational Science and Applicatio

    Quantization of pure gravitational plane waves

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    Pure gravitational plane waves are considered as a special case of spacetimes with two commuting spacelike Killing vector fields. Starting with a midisuperspace that describes this kind of spacetimes, we introduce gauge-fixing and symmetry conditions that remove all non-physical degrees of freedom and ensure that the classical solutions are plane waves. In this way, we arrive at a reduced model with no constraints and whose only degrees of freedom are given by two fields. In a suitable coordinate system, the reduced Hamiltonian that generates the time evolution of this model turns out to vanish, so that all relevant information is contained in the symplectic structure. We calculate this symplectic structure and particularize our discussion to the case of linearly polarized plane waves. The reduced phase space can then be described by an infinite set of annihilation and creation like variables. We finally quantize the linearly polarized model by introducing a Fock representation for these variables.Comment: 11 pages, Revtex, no figure
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