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166 bytes added ,  03:21, February 27, 2021
The field of topology was arguably founded by work done by Leonard Euler as published in 1736, based on a problem called “The Seven Bridges of Königsberg.”
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If you draw a circle on a sphere, then you can put a point A inside the circle and a point B outside the circle. The only way to connect A to B would have to cross the circle. So drawing the circle divides the surface of the sphere into two regions. But you can draw a circle around the edge (rim) of a torus without creating two regions. You can get from point A on one side of the line to point B on the other side, by going through the hole in the center.  
 
If you draw a circle on a sphere, then you can put a point A inside the circle and a point B outside the circle. The only way to connect A to B would have to cross the circle. So drawing the circle divides the surface of the sphere into two regions. But you can draw a circle around the edge (rim) of a torus without creating two regions. You can get from point A on one side of the line to point B on the other side, by going through the hole in the center.  
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The field of topology was arguably founded by work done by [[Leonard Euler]] as published in 1736, based on a problem called “The Seven Bridges of Königsberg.”
    
==Introduction==
 
==Introduction==
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