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Kepler-Poinsot-Type Realizations of Regular Maps of Klein, Fricke, Gordan and Sherk
Published online by Cambridge University Press: 20 November 2018
Abstract
The paper describes polyhedral realizations for Felix Klein's map {3, 7}8 of genus 3, for Gordan's map {4, 5}6 of genus 4, and for two maps of genus 5, the Klein-Fricke map of type {3, 8} and Sherk's map of type {4, 6}. The polyhedra have self-intersections but high symmetry and thus are close analogues to the Kepler-Poinsot-polyhedra.
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- Copyright © Canadian Mathematical Society 1987
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