Table of Contents
Mathematics, Volume 5, Issue 2 (June 2017)
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Cover Story (view full-size image) The graphic reveals how the vertices of an icosahedral symmetry group can be represented as ordered [...] Read more. The graphic reveals how the vertices of an icosahedral symmetry group can be represented as ordered pairs (couplets) in Dirichlet mathematical space. This representation encodes the doubling of physical dimensions and a possible route to understand higher dimensional symmetry groups that are relevant in several theories of modern physics to explain laws of nature. The special significance of aperiodic structures in this context is presented and discussed in this paper. View this paper