, Volume 155, Issue 1, pp 141-149
Date: 26 Jan 2011

An infinite family of convex Brunnian links in \({\mathbb{R}^n}\)

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This paper proves that convex Brunnian links exist for every dimension n ≥ 3 by constructing explicit examples. These examples are three-component links which are higher-dimensional generalizations of the Borromean rings.