814 research outputs found

    A study of higher dimensional inhomogeneous cosmological model

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    In this paper we present a class of exact inhomogeneous solutions to Einstein's equations for higher dimensional Szekeres metric with perfect fluid and a cosmological constant. We also show particular solutions depending on the choices of various parameters involved and for dust case. Finally, we examine the asymptotic behaviour of some of these solutions.Comment: 9 Latex pages, No figure, Revtex styl

    Newtonian and Post-Newtonian approximations of the k = 0 Friedmann Robertson Walker Cosmology

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    In a previous paper we derived a post-Newtonian approximation to cosmology which, in contrast to former Newtonian and post-Newtonian cosmological theories, has a well-posed initial value problem. In this paper, this new post-Newtonian theory is compared with the fully general relativistic theory, in the context of the k = 0 Friedmann Robertson Walker cosmologies. It is found that the post-Newtonian theory reproduces the results of its general relativistic counterpart, whilst the Newtonian theory does not.Comment: 11 pages, Latex, corrected typo

    Schwarzschild and Synge once again

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    We complete the historical overview about the geometry of a Schwarzschild black hole at its horizon by emphasizing the contribution made by J. L. Synge in 1950 to its clarification.Comment: 2 pages, LaTeX, submitted for publication; 2 references, one Note, and an Acknowledgement are adde

    On the Significance of the Weyl Curvature in a Relativistic Cosmological Model

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    The Weyl curvature includes the Newtonian field and an additional field, the so-called anti-Newtonian. In this paper, we use the Bianchi and Ricci identities to provide a set of constraints and propagations for the Weyl fields. The temporal evolutions of propagations manifest explicit solutions of gravitational waves. We see that models with purely Newtonian field are inconsistent with relativistic models and obstruct sounding solutions. Therefore, both fields are necessary for the nonlocal nature and radiative solutions of gravitation.Comment: 15 pages, incorporating proof correction

    Un estudio de la demanda por bienes de origen ilegal. El caso de los celulares en Córdoba, en 2016

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    Fil: Heckmann, Gerardo O. Universidad Nacional de Córdoba. Facultad de Ciencias Económicas; Argentina.Este trabajo busca complementar el análisis económico de la delincuencia basado en la oferta de ofensas mediante un estudio de la demanda de productos robados, en particular, de celulares. Del análisis teórico de este mercado secundario surgen numerosos interrogantes: ¿Por qué un consumidor compra bienes de origen ilegal, particularmente celulares robados? ¿Qué factores explican esta decisión? ¿Qué atributos tienen en cuenta al decidir? Para generar la información que permita responder a estas preguntas se diseñaron e implementaron dos encuestas por muestreo en Barrio Alto Alberdi, de la Ciudad de Córdoba, Argentina, en un contexto de adversa evolución de la tasa de delincuencia. Toda la información recogida se analizó en tres niveles: exploratorio, experimental y confirmatorio, combinando diversas técnicas estadísticas multivariantes, cualitativas y cuantitativas, que permitieron estimar un modelo que permite inferir la probabilidad de que un individuo pertenezca al grupo propenso a la compra ilegal o no; la importancia relativa que asigna a los atributos del bien demandado, la función de utilidad del mercado y las cuotas de ese mercado que lograrían bienes que presenten atributos ilegales. Se logra demostrar la existencia de este mercado secundario e inferir su impacto, caracterizar el perfil de esos demandantes y validar hipótesis de comportamiento de los consumidores. El trabajo también hace un aporte metodológico al estudio de estas demandas e identifica nuevas políticas de mitigación del robo de celulares, como contribución a la sociedad.Fil: Heckmann, Gerardo O. Universidad Nacional de Córdoba. Facultad de Ciencias Económicas; Argentina.Economía, Econometrí

    On Shear-Free perturbations of FLRW Universes

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    A surprising exact result for the Einstein Field Equations is that if pressure-free matter is moving in a shear-free way, then it must be either expansion-free or rotation-free. It has been suggested this result is also true for any barotropic perfect fluid, but a proof has remained elusive. We consider the case of barotropic perfect fluid solutions linearized about a Robertson-Walker geometry, and prove that the result remains true except for the case of a specific highly non-linear equation of state. We argue that this equation of state is non-physical, and hence the result is true in the linearized case for all physically realistic barotropic perfect fluids. This result, which is not true in Newtonian cosmology, demonstrates that the linearized solutions, believed to result in standard local Newtonian theory, do not always give the usual behaviour of Newtonian solutions

    Tachyonic potential in Bianchi type-I universe

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    Motivated from recent string theoretic results, a tachyonic potential is constructed for a spatially homogeneous and anisotropic background cosmology.Comment: 5 pages,LATEX,Typos in the text corrected, more references adde

    Cosmological Models with Shear and Rotation

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    Cosmological models involving shear and rotation are considered, first in the General Relat ivistic and then in the Newtonian framework with the aim of investigating singularities in them by using numerical and analytical techniques. The dynamics of these rotating models ar e studied. It is shown that singularities are unavoidable in such models and that the centr ifugal force arising due to rotation can never overcome the gravitational and shearing forc e over a length of time.Comment: 17 pages, 6 figures Journal Ref: J. Astrophys. Astr. (1999) 20, 79-8
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