•prime number theorem
○ Around 300 BC Euclid proved there were infinite number of prime numbers.
○ The number of prime numbers less than a certain natural number is asymptotically equivalent to x/(x⍻e).
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•BC 0300? Euclid
It was the Greek mathematician Euclid who produced the first precise description of the golden section.
A length is devided into two parts in such a way that the smaller part is to the larger part in the same proportion as the larger one is to the whole.
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• Euclid ⪢⪢
• prime number theorem
• BC 0570 - 0495 Pythagoras
• 04 Types of Triangles in Euclidian Geometry
• BC 0300? Euclid
