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Acta Scientific Computer Sciences

Review Article Volume 2 Issue 11

Generator Polyhedron Geometry and Relationships with Plato’s Timaeus and Epinomis

Panagiotis Stefanides*

Professional Engineer in Fields of the Aerospace Industry, Aircraft Engines Manufacturing, Research and Development, and Quality Assurance Engineering, Charttered Engineer, UK

*Corresponding Author: Panagiotis Stefanides, Professional Engineer in Fields of the Aerospace Industry, Aircraft Engines Manufacturing, Research and Development, and Quality Assurance Engineering, Charttered Engineer, UK.

Received: September 04, 2020; Published: October 14, 2020

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Abstract

  The purpose of this paper is to present to the scientific community, a newly discovered invention [2017] of a polyhedron, namely the “generator polyhedron”, which is a non-regular icosahedron having polyhedral bases of 12 isoscelι triangles and 8 equilateral ones. Its skeleton structure consists of 3 orthoparallelogrammes, orthogonal to each other with sides’ ratios [4/π = 1.27201965, for π = 4/√φ] based on the square root of the golden number and related directly to the regular icosahedron, whose structure is based on the golden number [1.618033989..] and to the dodecahedron, whose structure is based on the square of the golden number [2.618033989..]. Thus further, get relationships with the other platonic/eucleidean solids.

Keywords: Generator Polyhedron; Platonic-Eucleidean Solids; Polyhedra; Geometry; Plato’s Epinomis; ψυχής γένος; Timaeus; ψυχή; Seven Circles; Heaven

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Citation

Citation: Panagiotis Stefanides. “Generator Polyhedron Geometry and Relationships with Plato’s Timaeus and Epinomis". Acta Scientific Computer Sciences 2.11 (2020): 02-04.




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Acceptance rate35%
Acceptance to publication20-30 days

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