论文标题
Graph de rham同胞和汽车组
Graph de Rham Cohomology and the Automorphsim Group
论文作者
论文摘要
我们在有限图$γ$的离散DE RHAM共同体中介绍了诱导的aut $（γ）$（γ）的动作的图理论解释。此操作产生了aut $（γ）$的分裂，取决于$γ$的周期。我们还证明了标准几何形状的标准结果的某些图理论类似物，特别是Stokes定理的图形和Mayer-Vietoris序列。
We introduce a graph-theoretical interpretation of an induced action of Aut$(Γ)$ in the discrete de Rham cohomology of a finite graph $Γ$. This action produces a splitting of Aut$(Γ)$ that depends on the cycles of $Γ$. We also prove some graph-theoretical analogues of standard results in differential geometry, in particular, a graph version of Stokes' Theorem and the Mayer-Vietoris sequence in cohomology.
