A Representation Theorem for Generic Line Arrangements with Global Cyclicity in the Plane
arXiv:1708.05949 · doi:10.18311/jims/2020/24873
Abstract
In this article, we prove a representation theorem that any generic line arrangement in the plane over an ordered field which has global cyclicity can be represented isomorphically by a line arrangement with a given set of distinct slopes of the same cardinality.
12 pages, 1 figure, Main Theorem Corrected