论文标题
几何形状的新型Weyl样张量
A New Weyl-like Tensor of Geometric Origin
论文作者
论文摘要
已经研究了一组纯几何起源的新张量，它们形成了层次结构。较低等级的张量扮演着一个排名较高的张量的潜力。张量具有有趣的数学和物理特性。层次结构的最高等级调整具有Weyl张量的所有几何特性。
A set of new tensors of purely geometric origin have been investigated, which form a hierarchy. A tensor of a lower rank plays the role of the potential for the tensor of one rank higher. The tensors have interesting mathematical and physical properties. The highest rank-tensor of the hierarchy, possesses all the geometrical properties of the Weyl tensor.
