- Posted November 24, 2012 by
- PCSTEFANIDES Follow
Kifissia, Athens, Greece
![]() |
This iReport is part of an assignment:
Tech talk |
- CIRCLE CIRCUMFERENCE RISE TO THE SECOND POWER 1988 - BOOK 1997, by PANAGIOTIS STEFANIDES
- SEASONS GREETINGS WITH CALENDAR 2013 BY PANAGIOTIS STEFANIDES
- PROPOSED GEOMETRY OF THE PLATONIC TIMAEUS
- VIDEO CLIP , Paper Presented to Conference :Symmetry Festival 2006, Budapest
- VIDEO CLIP SPIRALOGARITHM By Panagiotis Stefanides.SYMMETRY FESTIVAL 2006 BUDAPEST HUNGARY
"SOMATOIDES" STRUCTURE , INTERPRETED By PANAGIOTIS STEFANIDES
"SOMATOIDES" STRUCTURE , INTERPRETED
By PANAGIOTIS STEFANIDES
THIS SOMATOIDES TETRAHEDRAL STRUCTURE
HAS EDGE LENGTS BASED ON THE SQUARE ROOT OF
THE GOLDEN SECTION [ SQRT(Φ) = T]
THIS SPECIAL FORM OF TETRAHEDRON, HAS A
STRUCTURE IS BASED ON TWO PAIRS OF ORTHOGONAL
TRIANGES.
[REF.: PLATO'S TIMAEUS MOST BEAUTIFUL TRIANGLE-P.STEFANIDES INTERPRETATION
http://www.stefanides.gr/Html/platostriangle.htm ]
THE SIDES [ LINES] OF THESE ORTHOGONAL TRIANGLES
[P. STEFANIDES INTERPRETATION] REPRESENT GEOMETRICALLY
THE FOUR PLATONIC ELEMENTS, IN GEOMETRIC
RATIOS
T^3/T^2==T^2/T^1 =T^1/1 = FIRE/AIR =
=AIR/WATER=AIR/WATER=WATER/EARTH =T
WHWRE T IS THE SQRT[Phi] OBEYING : T^4 -T^2 -1 = 0
P.S.
In the video clip the Smatoides[red] and its extentions , [blue and the transparent yellowish solids all in golden ratio to each other, form together[ as building blocks] one quarter of a great pyramid model , via which the Icosahedron
[ HEXAGONAL SECTION SHOWN] and the other Four Platonic Solids are being built.
ABSTRACT
The theory behind this work is based on my, proposed interpretation of Plato’s Timaeus triangles of the structure of matter, “THE MOST BEAUTIFUL” and “THE ISOSCELES” [Pl. Ti 54 B] and also “THE “SOMATOIDES” and “THE STEREOID-MOST BEAUTIFUL BOND” [Pl.Ti.31B, C/32 B] It is additionally based on my special theory, proposed, relating Spirals and Logarithms to various bases.
REF :
http://www.stefanides.gr/Html/platostriangle.htm
http://www.stefanides.gr/pdf/BOOK%20_GRSOGF.pdf
http://www.stefanides.gr/pdf/PROPOSED_GEOMETRY_OF_THE_PLATONIC_TIMAEUS_GREEK.pdf.pdf
© Copyright Panagiotis Stefanides.
- TAGS:
- social_networking,
- facebook,
- privacy
- GROUPS:
- Tech and science
What do you think of this story?
iReport welcomes a lively discussion, so comments on iReports are not pre-screened before they post. See the iReport community guidelines for details about content that is not welcome on iReport.




Comments