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f(T) theories from holographic dark energy models within Bianchi type I universe

机译:来自Bianchi I型宇宙中全息暗能量模型的f(T)理论

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摘要

Recently, the teleparallel Lagrangian density described by the torsion scalar T has been extended to a function of T. The f(T) modified teleparallel gravity has been proposed as the natural gravitational alternative for dark energy to explain the late time acceleration of the universe. We consider spatially homogenous and anisotropic Bianchi type I universe in the context of f(T) gravity. The purpose of this work is to develop a reconstruction of the f(T) gravity model according to the holographic dark energy model. We have considered an action, of the form T + g(T) + L-m, describing Einstein's gravity plus a function of the torsion scalar. In the framework of the said modified gravity theory, we have considered the equation of state of the holographic dark energy density. Subsequently, we have developed a reconstruction scheme for modified gravity with f(T) action. Finally, we have also studied the de Sitter and power-law solutions when the universe enters a phantom phase and shown that such solutions may exist for some f(T) solutions with the holographic and new agegraphic dark energy scenario.
机译:最近,由扭转标量T描述的远平行拉格朗日密度已扩展到T的函数。f(T)修正的远平行重力被提出作为暗能量的自然引力替代品,以解释宇宙的后期加速。我们在f(T)引力的背景下考虑空间同质和各向异性的Bianchi I类宇宙。这项工作的目的是根据全息暗能量模型开发f(T)引力模型的重构。我们考虑了一个形式为T + g(T)+ L-m的动作,该动作描述了爱因斯坦的重力以及扭转标量的函数。在所述改进的重力理论的框架中,我们考虑了全息暗能量密度的状态方程。随后,我们开发了一种具有f(T)作用的修正重力重建方案。最后,我们还研究了宇宙进入幻影阶段时的de Sitter和幂定律解,并表明对于全息和新的年龄暗能量场景,某些f(T)解可能存在这种解。

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