论文标题
kronecker-weyl等分定理和3个manifolds中的测量学
The Kronecker-Weyl equidistribution theorem and geodesics in 3-manifolds
论文作者
论文摘要
考虑到任何带有单位立方体的矩形多面体3-manifold $ p $瓷砖，我们发现与立方代数数字相关的许多明确指示，因此在这些方向上的所有半范围的大地测量学都均匀地分布在$ p $中。
Given any rectangular polyhedron 3-manifold $P$ tiled with unit cubes, we find infinitely many explicit directions related to cubic algebraic numbers such that all half-infinite geodesics in these directions are uniformly distributed in $P$.
