The Exact Computation of A Real Hyperbolic Structure on the Complement of the Borromean Rings
Alejandro Ucan-Puc
TL;DR
This paper details the classical method for computing the hyperbolic structure of the Borromean rings complement, aiming to complete existing literature on this specific case.
Contribution
It provides an explicit, exact computation of the hyperbolic structure for the Borromean rings complement, filling a gap in the existing literature.
Findings
Explicit hyperbolic structure computed
Complements previous partial results
Enhances understanding of Borromean rings geometry
Abstract
In this paper we present a classical construction of the Hyperbolic structure of the complement of a link in the sense of Thurston for the particular case of the Borromean rings link. As this is nothing new, the aim of this paper is to complete the literature about this topic in the particular case of the Borromean rings complement.
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Taxonomy
TopicsGeometric and Algebraic Topology · Mathematical Dynamics and Fractals · Geometric Analysis and Curvature Flows