PANAGIOTIS STEFANIDES
WORK RELATED TO THE QUADRATURE OF THE CIRCLE VIA INTERPRETING
PLATO'S TIMAEUS " MOST BEAUTIFUL TRIANGLE"
This work, presented to various conferences, is a proposed interpretation of Plato's Timaeus
Scalene Orthogonal Triangle by Panagiotis Stefanides.
It is noted here that, a similar, constituent part of this triangle but not the same, is the Kepler
triangle discovered by Magirus .
Quadrature of the circle by compass and ruler is achieved based on the special quality of this
triangle [ a quadrature triangle] and its relationship with circle, the parallelogramme and the
square.
Autocad used: Geometry and Vector definitdefinition by Panagiotis Stefanides assisted for the
Computerized AutoCad Drawing by Dr. Giannis Kandylas
This work, presented to various conferences, is a proposed interpretation of Plato's Timaeus
Scalene Orthogonal Triangle by Panagiotis Stefanides.
It is noted here that, a similar, constituent part of this triangle but not the same, is the Kepler
triangle discovered by Magirus .
Quadrature of the circle by compass and ruler is achieved based on the special quality of this
triangle [ a quadrature triangle] and its relationship with circle, the parallelogramme and the
square.
Autocad used: Geometry and Vector definition by Panagiotis Stefanides assisted for the
Computerized AutoCad Drawing by Dr. Giannis Kandylas.
More information:
http://www.stefanides.gr/Html/GOLDEN_ROOT_SYMMETRIES.htm