论文标题
从矫形到当地
From orthocomplementations to locality
论文作者
论文摘要
经过晶格的一些背景，作者在早期工作中引入的局部性框架被扩展到覆盖Posets和lattices。然后，我们将矢量空间上的欧几里得结构与正交补充之间的对应关系扩展到一类局部结构之间的对应关系，并在有限的晶格上进行正交结构。这在晶格理论中重新归一化的经典结果的背景下重塑了。
After some background on lattices, the locality framework introduced in earlier work by the authors is extended to cover posets and lattices. We then extend the correspondence between Euclidean structures on vector spaces and orthogonal complementations to a one-one correspondence between a class of locality structures and orthocomplementations on bounded lattices. This recasts in the context of renormalisation classical results in lattice theory.
