阿波罗深度、旋量和超戴德金镶嵌
Apollonian depth, spinors, and the super-Dedekind tessellation
摘要：
三轮的位形空间（三个接触的圆盘）与复平面重合，从而得到一个由相切和泡利旋量构成的射影空间。值得注意的是，深度函数的分形呈现出一种特别简单而优雅的形式。此外，由于一定的对称群的商空间提供了一个参数化的阿波罗磁盘包装。
英文摘要：
The configuration space of tricycles (triples of disks in contact) is shown to coincide with the complex plane resulting as a projective space costructed from the tangency and Pauli spinors. Remarkably, the fractal of the depth functions assumes a particularly simple and elegant form. Moreover, the factor space due to a certain symmetry group provides a parametrization of the Apollonian disk packings.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
