2,616 research outputs found

    Career Development Program for Refugee and Migrant Youth

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    The Career Guidance for Refugee and Migrant Young People project is an initiative of the South Metropolitan Migrant Resource Centre funded by the Department of Education and Training. It aims to develop, pilot and evaluate a career development and planning program that specifically meets the learning levels and needs of refugee youth with low levels of education, cultural life skills and English language ability

    Why don\u27t you hit me? (or men of color versus white women: anatomy of a dilemma)

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    Christopher Gallegos presents CSP readers with a very personal account on heterosexual attraction, and the levels of complexity that gender and ethnicity bring to this all too human experience. The piece is portrayed by the author as a man of color\u27s manifesto against the marketing of the white woman as the sole example of female beauty. It is unfair to everyone: men and women of color and the white women themselves

    Holographic spin liquids and Lovelock Chern-Simons gravity

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    We explore the role of torsion as source of spin current in strongly interacting conformal fluids using holography. We establish the constitutive relations of the basic hydrodynamic variables, the energy-momentum tensor and the spin current based on the classification of the spin sources in irreducible Lorentz representations. The fluids we consider are assumed to be described by the five dimensional Lovelock-Chern-Simons gravity with independent vielbein and spin connection. We construct a hydrodynamic expansion that involves the stress tensor and the spin current and compute the corresponding one-point functions holographically. As a byproduct we find a class of interesting analytic solutions to the Lovelock-Chern-Simons gravity, including blackholes, by mapping the equations of motion into non-linear algebraic constraints for the sources. We also derive a Lee-Wald entropy formula for these blackholes in Chern-Simons theories with torsion. The blackhole solutions determine the thermodynamic potentials and the hydrodynamic constitutive relations in the corresponding fluid on the boundary. We observe novel spin induced transport in these holographic models: a dynamical version of the Barnett effect where vorticity generates a spin current and anomalous vortical transport transverse to a vector-like spin source.Comment: 52 page

    Torsional Newton Cartan gravity from non-relativistic strings

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    We study propagation of closed bosonic strings in torsional Newton-Cartan geometry based on a recently proposed Polyakov type action derived by dimensional reduction of the ordinary bosonic string along a null direction. We generalize the Polyakov action proposal to include matter, i.e. the 2-form and the 1-form that originates from the Kalb-Ramond field and the dilaton. We determine the conditions for Weyl invariance which we express as the beta-function equations on the worldsheet, in analogy with the usual case of strings propagating on a pseudo-Riemannian manifold. The critical dimension of the TNC space-time turns out to be 25. We find that Newton's law of gravitation follows from the requirement of quantum Weyl invariance in the absence of torsion. Presence of the 1-form requires torsion to be non vanishing. Torsion has interesting consequences, in particular it yields a mass term and an advection term in the generalized Newton's law. U(1) mass invariance of the theory is an important ingredient in deriving the beta functions.Comment: Summary of results added. Reorganization and generalization of results. Typos fixe

    Damage Characterization Method for Structural Health Management Using Reduced Number of Sensor Inputs

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    The development of validated multidisciplinary Integrated Vehicle Health Management (IVHM) tools, technologies, and techniques to enable detection, diagnosis, prognosis, and mitigation in the presence of adverse conditions during flight will provide effective solutions to deal with safety related challenges facing next generation aircraft. The adverse conditions include loss of control caused by environmental factors, actuator and sensor faults or failures, and damage conditions. A major concern in these structures is the growth of undetected damage (cracks) due to fatigue and low velocity foreign impacts that can reach a critical size during flight, resulting in loss of control of the aircraft. Hence, development of efficient methodologies to determine the presence, location, and severity of damage in critical structural components is highly important in developing efficient structural health management systems

    Evaluación de las asignaciones presupuestarias de proyectos de inversión pública del área urbana del cantón Riobamba y su incidencia en el desarrollo local, período 2015-2016/Evaluation of budget allocations for public investment projects in the urban are

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    Resumen El principal objetivo del presente ensayo es evaluar las asignaciones presupuestarias de los proyectos de inversión pública en el área urbana del Cantón Riobamba y su incidencia en el Desarrollo Local en el período 2015-2016, el presente trabajo de investigación fue correlacionar porque permitió conocer la relación o grado de asociación que existió entre la inversión pública, las asignaciones presupuestarias y el desarrollo local; a través de la aplicación de las variables de análisis estadístico: ANOVA y LEVENE; determinando así, cómo influyó esta relación de variables en mejorar la calidad de vida de la población considerando una correcta visión de desarrollo local en sus dimensiones: económica, social y territorial. De tal forma que se realice una revisión a la gestión realizada en la elaboración, ejecución y evaluación presupuestaria de los recursos económicos provistos por el Gobierno Local y Nacional; su uso, su beneficio y los resultados obtenidos, que permitan un aporte significativo en la evaluación de la inclusión de un adecuado modelo de ordenamiento territorial previsto a través de la Constitución y leyes vigentes para verificar que la ciudadanía se encuentre en un entorno ordenado, organizado y con acceso a un desarrollo local sostenible y sustentable en el tiempo. The main objective of this essay is to evaluate the budget allocations of public investment projects in the urban area of the Riobamba Canton and its impact on Local Development in the period 2015-2016, the present research work was correlated because it allowed to know the relationship or degree of association that existed between public investment, budget allocations and local development; through the application of statistical analysis variables: ANOVA and LEVENE; determining how this relationship of variables influenced to improve the quality of life of the population considering a correct vision of local development in its dimensions: economic, social and territorial. In such a way that a review is made of the management carried out in the preparation, execution and budgetary evaluation of the economic resources provided by the Local and National Government; its use, its benefit and the results obtained, which allow a significant contribution in the evaluation of the inclusion of an adequate model of territorial ordering foreseen through the Constitution and laws in force to verify that citizenship is in an orderly, organized environment and with access to sustainable local development that is sustainable over time. Palabras clave: Ordenamiento Territorial, Territorio, Presupuesto, Desarrollo Local, Evaluación. Keywords: Territorial Planning, Territory, Budget, Local Development, Evaluation

    A non-relativistic limit of M-theory and 11-dimensional membrane Newton-Cartan geometry

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    We consider a non-relativistic limit of the bosonic sector of eleven-dimensional supergravity, leading to a theory based on a covariant `membrane Newton-Cartan' (MNC) geometry. The local tangent space is split into three `longitudinal' and eight `transverse' directions, related only by Galilean rather than Lorentzian symmetries. This generalises the ten-dimensional stringy Newton-Cartan (SNC) theory. In order to obtain a finite limit, the field strength of the eleven-dimensional four-form is required to obey a transverse self-duality constraint, ultimately due to the presence of the Chern-Simons term in eleven dimensions. The finite action then gives a set of equations that is invariant under longitudinal and transverse rotations, Galilean boosts and local dilatations. We supplement these equations with an extra Poisson equation, coming from the subleading action. Reduction along a longitudinal direction gives the known SNC theory with the addition of RR gauge fields, while reducing along a transverse direction yields a new non-relativistic theory associated to D2 branes. We further show that the MNC theory can be embedded in the U-duality symmetric formulation of exceptional field theory, demonstrating that it shares the same exceptional Lie algebraic symmetries as the relativistic supergravity, and providing an alternative derivation of the extra Poisson equation.Comment: 52 pages + appendices, v2: matches published version, one word added to titl
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