Square Decompositions with Hyperbolic Consequences in Art, Chemical Physics and Mathematics

Robert G. Smits
Meeting Alhambra, ISAMA-BRIDGES Conference Proceedings (2003)
Pages 213–218

Abstract

We investigate discrete versions of hyperbolic geometries which arise at interfaces within art, mathematics, physics and other disciplines. A softening from algebraic isometries to analytic inequalities gives a simple way to capture the hyperbolic spirit using Euclidean notions.

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