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arXiv 1011.4334gr-qc
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关于暗能量问题的几何解

About the Geometric Solution to the Problems of Dark Energy

Miguel Angel García-Aspeitia

摘要:

本文提出了一种暗能量的几何解,假定空间可以划分为大小为$\sim L_{p}$和能量为$\sim E_{p}$的区域。值得注意的是,这一假设产生了一个类似于真空能量观测到的能量密度的能量密度,符合问题的正确解和状态方程在共动坐标系中的典型特征。同样地,研究了宇宙中的紫外线和红外线极限以及暗能量的数量。

英文摘要:

In this paper is proposed a geometric solution to the dark energy, assuming that the space can be divided into regions of size $\sim L_{p}$ and energy $\sim E_{p}$. Significantly this assumption generate a energy density similar to the energy density observed for the vaccum energy, the correct solution for the coincidence problem and the state equation characteristic of quintessence in the comoving coordinates. Similarly is studied the ultraviolet and infrarred limits and the amount of dark energy in the Universe.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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