Rule -> RE: What is your truth? (7/2/2013 9:35:41 AM)
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ORIGINAL: Real0ne quote:
ORIGINAL: Rule quote:
ORIGINAL: Real0ne the word beauty doesnt even apply since it could never rank as a fact. I disagree. I usually can very well discern between a beautiful woman and an ugly one. I also think that beauty can be expressed mathematically and / or genetically. well be my guest and take your best shot as proving it as a "fact". seems to me you are walking out on a philosophical short plank on that one. quote:
Mathematical beauty describes the notion that some mathematicians may derive aesthetic pleasure from their work, and from mathematics in general. quote:
During the European Renaissance, renowned artists and architects used an equation known as the "golden ratio" to map out their masterpieces. Thousands of years later, scientists adopted this mathematical formula to help explain why some people are considered beautiful…and others are not. quote:
the first step to understanding this phenomenon is to go deeper into the mathematically different ways you can be attractive. quote:
mathematicians, driven by a passion for beauty, discover truth along the way quote:
During Europe's Renaissance, artists like Leonardo DaVinci recognized math's importance in painting and the ancient Greeks investigated musical scales in terms of numerical ratios. Today, math is an important component of digital graphics and animation. quote:
What we consider to be beautiful in nature, art, or music often differs from culture to culture. But somehow, there seem to be constants — commonalities in how we as human beings "see" beauty. Where does that "sense" of beauty and order come from? And what does algebra or geometry have to do with it? quote:
I will give four examples of beautiful objects and will discuss the mathematics behind them. Can the beautiful object be created as a solution of a mathematical formula or question? Moreover, I shall explore the general question of whether visual experience and beauty can be formulated with mathematical notions.
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