النسبة الذهبية. والنزوع نحو المثالية في العمارة

' Almost as compulsive is the urge to add a second factoid along the lines of 'Leonardo Da Vinci believed that the human form displays the golden ratio 1550—1631 publishes the first known approximation of the inverse golden ratio as a
"The geometry of the pentagon and the golden section" " He interpreted this imaginatively, and in 1860, was the first of many authors to repeat his false claim

النسبة الذهبية: السر الدائم لعلم الجمال ومقياس الإبداع النسبة الذهبية: السر الدائم لعلم الجمال

The Golden Ratio: The Story of PHI, the World's Most Astonishing Number Hardback ed.

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النسبة الذهبية في التصميم: مبادئ داخلية متوازنة
Federal Reserve Bank of New York Economic Policy Review
ما هي النسبة الذهبية؟ وكيف تستخدمها؟ وما هي أشكالها؟ وأمثلة عليها
Le Corbusier, The Modulor p
النسبة الذهبية في التصميم: مبادئ داخلية متوازنة
1445—1517 defines the golden ratio as the "divine proportion" in his Divina Proportione
Fink, Karl; Beman, Wooster Woodruff; 1903 Storia culturale di un leitmotiv della Matematica
The Form of the Book, p "And the same applies in architecture, to the representing these and other ratios e

النسبة الذهبية للمجسمات

The sole value of these ratios is that they are intellectually fruitful and suggest the rhythms of modular design.

الباحثون السوريون
by Michael Schreiber, , 2007
ما هي النسبة الذهبية في عالم التصميم؟
6180340," was written in 1597 by of the in a letter to his former student
النسبة الذهبية.. مجالات متعددة وإبداع في التصميم
"The golden section: A most remarkable measure"
The golden ratio has fascinated Western intellectuals of diverse interests for at least 2,400 years Biologists, artists, musicians, historians, architects, psychologists, and even mystics have pondered and debated the basis of its ubiquity and appeal
490—430 BC ; Barr later wrote that he thought it unlikely that Phidias actually used the golden ratio

النسبة الذهبية.. مجالات متعددة وإبداع في التصميم

The Mathematics of Harmony: From Euclid to Contemporary Mathematics and Computer Science.

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ما هي النسبة الذهبية؟ وكيف تستخدمها؟ وما هي أشكالها؟ وأمثلة عليها
" Euclid explains a construction for cutting sectioning a line "in extreme and mean ratio", i
النسبة الذهبية
5 cm was made up of two rectangles—the whole page and its text area—based on the so called 'golden section', which specifies a crucial relationship between short and long sides, and produces an irrational number, as pi is, but is a ratio of about 5:8
النسبة الذهبية: السر الدائم لعلم الجمال ومقياس الإبداع النسبة الذهبية: السر الدائم لعلم الجمال
Mellon Lectures in the Fine Arts, 457, as cited in Rice, Michael, Egypt's Legacy: The Archetypes of Western Civilisation, 3000 to 30 B