Maximal Symplectic packings of $¶^2$
Abstract
Description
In this paper we describe the intersection between the balls of maximal symplectic packings of $¶^2$. This analysis shows the existence of singular points for maximal packings of $¶^2$ by more than three equal balls. It also yields a construction of a class of very regular examples of maximal packings by five balls.
18 pages, 4 figures
18 pages, 4 figures