论文标题
具有各向异性背景几何形状的电触线暗能量的经典和量子宇宙学解决方案
Classical and quantum cosmological solutions in teleparallel dark energy with anisotropic background geometry
论文作者
论文摘要
我们研究了远程平行的暗能能模型中现场方程的精确和分析解，其中物理空间由局部旋转对称的比安奇I，Bianchi III和Kantowski-Sachs几何描述。我们利用存在类似点的Lagrangian的属性来描述场方程，并将各种对称性用于构建不变函数和保护定律。后来用于用于经典场方程的新分析解决方案和量子限制中波函数的精确函数形式。
We investigate exact and analytic solutions for the field equations in teleparallel dark energy model where the physical space is described by the locally rotational symmetric Bianchi I, Bianchi III and Kantowski-Sachs geometries. We make use of the property that a point-like Lagrangian exist for the description of the field equations and variational symmetries are applied for the construction of invariant functions and conservation laws. The later are used for the derivation of new analytic solutions for the classical field equations and exact function forms for the wavefunction in the quantum limit.
