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Book 1 Greek Alphabet Book 2 14 Alphabets The Metousiotis Book 3 Phd Dissertation Plan 1st Edition Petros Petrakis

  • SKU: BELL-43529324
Book 1 Greek Alphabet Book 2 14 Alphabets The Metousiotis Book 3 Phd Dissertation Plan 1st Edition Petros Petrakis
$ 31.00 $ 45.00 (-31%)

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Book 1 Greek Alphabet Book 2 14 Alphabets The Metousiotis Book 3 Phd Dissertation Plan 1st Edition Petros Petrakis instant download after payment.

Publisher: Athens, Greece
File Extension: PDF
File size: 186.64 MB
Pages: 486
Author: Petros Petrakis
ISBN: 9783030325206, 3030325202
Language: English
Year: 2021
Edition: 1

Product desciption

Book 1 Greek Alphabet Book 2 14 Alphabets The Metousiotis Book 3 Phd Dissertation Plan 1st Edition Petros Petrakis by Petros Petrakis 9783030325206, 3030325202 instant download after payment.

 Book 1: According to the hypothesis, every letter of a word, except for the sound of avoice, gives meaning. The meaning comes from reading the letters of the word. Also, the letters are placed on the circle (24, 27, 30, 36, 40 of equidistant points) and show geometric correlations (angles and straight segments) with each other. Every word creates a zigzag line, creating isosceles triangles or trapezium etc., in a circle. The words were placed on the circle to further support the case. The letters of the Greek alphabet are said to be based on geometric shapes that condense proportions, semantic structures, and meanings.
In the present study, some indications of the correlation between alphabet and geometry were presented. An attempt was made to summarize and compare them with elements of ancient times in order to approach their design to a minimum via suppositions based on assumptions and scientific views.
Book 2: I draw 112 words for each of the 14 languages (Arabic, Basque, English, Finnish, French, German, Greek, Hebrew, Icelandic, Italian, Latin, Russian, Spanish, and Swedish) in 112 different circles, and I detect every word creates a zigzag line, as isosceles triangles & trapezium, equilateral & right triangles, pentagrams, etc., in a circle. When I place the letters of the 14 alphabets on a circle (for example 24, 27, 29, 30, 36, etc. of equal distances), I notice geometric relationships (angles and straight segments) between them. First, I note this property in words that were instrumental in establishing philosophical thought and theological belief, but extend
to words of secondary significance, like “hello,” “infant,” and “voice.” It is a proven fact that ancient civilizations have employed the letters of alphabets in mathematical operations. Ι conjecture a tacit relationship between alphabets and geometry, which descended from a long-standing habit of engaging in math and geometry. ...

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