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In 1736, Euler published a paper which began the field of topology based on a problem called “The Seven Bridges of Königsberg.”
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{{cquote|For since the fabric of the universe is most perfect and the work of a most wise [[God|Creator]], nothing at all takes place in the universe in which some rule of maximum or minimum does not appear.}}
 
{{cquote|For since the fabric of the universe is most perfect and the work of a most wise [[God|Creator]], nothing at all takes place in the universe in which some rule of maximum or minimum does not appear.}}
 
Euler created the most beautiful formula in all of mathematics, [[Euler's formula]], and three of the top five most elegant equations according to a poll of mathematicians.  Euler laid a foundation for both [[complex analysis]] and [[combinatorial topology]].
 
Euler created the most beautiful formula in all of mathematics, [[Euler's formula]], and three of the top five most elegant equations according to a poll of mathematicians.  Euler laid a foundation for both [[complex analysis]] and [[combinatorial topology]].
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In 1736, Euler published a paper which began the field of [[topology]] based on a problem called “The Seven Bridges of Königsberg.”
    
Interestingly, Euler had extraordinary powers of concentration.  He could recite the entire [[Aeneid]] word-for-word.  He could work amid noise and distractions.  He could do phenomenal calculations in his head, which became very useful after he went blind in 1766.<ref>http://scienceworld.wolfram.com/biography/Euler.html</ref>
 
Interestingly, Euler had extraordinary powers of concentration.  He could recite the entire [[Aeneid]] word-for-word.  He could work amid noise and distractions.  He could do phenomenal calculations in his head, which became very useful after he went blind in 1766.<ref>http://scienceworld.wolfram.com/biography/Euler.html</ref>
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