论文标题
$ f（t，b）$理论III：LRS Bianchi III Universe中的各向异性空间
Anisotropic spacetimes in $f(T,B)$ theory III: LRS Bianchi III Universe
论文作者
论文摘要
我们研究$ f（t，b）$的渐近动力学 - 各向异性bianchi III背景几何形状中的理论。我们表明，对于字段方程式，始终存在吸引子，这取决于特定$ f（t，b）$函数表单提供的免费参数。吸引子是一种加速的空间平坦的FLRW或非加速的LRS Bianchi III几何形状。因此，$ f（t，b）$ - 理论提供了空间平坦的以及各向同性的加速宇宙。
We study the asymptotic dynamics of $f(T, B)$-theory in an anisotropic Bianchi III background geometry. We show that an attractor always exists for the field equations, which depends on a free parameter provided by the specific $f(T, B)$ functional form. The attractor is an accelerated spatially flat FLRW or non-accelerated LRS Bianchi III geometry. Consequently, the $f(T, B)$-theory provides a spatially flat and isotropic accelerated Universe.
