Tessellations and Descartes disk configurations
Jerzy Kocik

TL;DR
This paper explores a novel connection between finite planar tessellations and Descartes circle arrangements, offering a visual insight into the underlying spinor structure of Descartes circles.
Contribution
It introduces a new correspondence linking tessellations with Descartes configurations, providing a geometric visualization of their spinor structure.
Findings
Established a correspondence between tessellations and Descartes circles
Visualized the spinor structure underlying circle arrangements
Enhanced understanding of circle configuration geometries
Abstract
An intriguing correspondence between certain finite planar tessellations and the Descartes circle arrangements is presented. This correspondence may be viewed as a visualization of the spinor structure underlying Descartes circles.
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Taxonomy
TopicsMathematics and Applications · Advanced Mathematical Theories and Applications · History and Theory of Mathematics
