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golden ratio

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golden ratio

Numerical proportion considered to be an aesthetic ideal in classical design. It refers to the ratio of the base to the height of a rectangle or to the division of a line segment into two in such a way that the ratio of the shorter part to the longer is equal to that of the longer to the whole. It works out to about 1.61803:1. A rectangle constructed from golden sections (segments in this ratio) is called a golden rectangle.


golden ratio [‚gōld·ən ′rā·shō]
(mathematics)


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It has been found that people, whose facial features are symmetric and proportioned, in accordance with the golden ratio, are considered more attractive than those whose faces are not.
The Pythagorean School believed that objects that were proportioned to the golden ratio were more attractive than those that were not.
According to the theories of the Pythagoras school, objects, things or people that display a degree of proportionality adhering to something known as the golden ratio are actually more attractive; an idea that early Greek architects also followed.
 
 
 
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