About this document
Hexagonal Circle Patterns and Integrable Systems - Patterns With Constant Angles by Andrei Popa is a document available to read on EtoBox.
The paper introduces hexagonal circle patterns with constant angles, merging features of circle patterns with hexagonal and square grid combinatorics. It establishes that these patterns can be described by integrable systems and explores their properties, including conformal symmetry and the relationship to Doyle circle packings. The authors provide analytic descriptions and demonstrate the existence of these patterns through various mathematical frameworks.
- Author
- Andrei Popa
- Language
- EN