Golden Root Geometry Structuring the Polyhedra and other Forms Via Plato’s Triangles. Quadrature of Circle
Golden Root Geometry Structuring the Polyhedra and other Forms Via Plato’s Triangles. Quadrature of Circle
Author(s): Stefanides Chr. PanagiotisSubject(s): Theology and Religion, Religion and science
Published by: EDIS- Publishing Institution of the University of Zilina
Keywords: The Most Beautiful Triangle; Orthogonal Scalene Triangle; Orthogonal Isosceles Triangle; Somatoides tetrahedral Structure; Great Pyramid Model; Polyhedra; Circles Quadrature; Spirals; Sprialogarithm;
Summary/Abstract: Under Golden Root Geometry Structuring the Polyhedra and other Forms Via Plato’s Triangles, we refer to the basic geometric configurations which, as this theory contemplates, are necessary for the progressive mode of formation of the five polyhedral and the geometries involved in their sections and related circles and further to logarithms, via lines, areas and volumes. Basis of all these structures is a very special Scalene Orthogonal Triangle “Plato’s Most Beautiful” [F25], together with his Orthogonal Isosceles one. Structural Forms are identified bearing in common these triangular identities. The particular angle of the Scalene Orthogonal is that whose ArcTan[Θ]=Τ and T = SQR ((SQR. (5) + 1)/2).
Journal: Dialogo
- Issue Year: 1/2014
- Issue No: 1
- Page Range: 37-42
- Page Count: 6
- Language: English
