Oh, now I see! Javascript was invented by topologists!
13
c3rbin
Captain (nor so) obvious here, it's a matter of distance
Basically, both the circle, the ellipsis and the square are all the same shape, all the points at a distance 1 of the center, the difference is what "distance" is : for the circle, it's the usual distance, for the square the distance is the max of the horizontal and vertical distance.
That was for the curious trying to understand, now back to my usual meme dwelling!
3
rhodosguard
You just redefined the "=" relation
1
juliancrown
According to topology, pants are a donut.
5
thermskanne
So like 7%6=13%6
I may be totally wrong bc i just did this thing for a short time
-1
apriori_exp
Thats because mathematicians look for the principle of things
1
alummcgrewz
I had to write a press release about some paper a professor got published about some topology topic. That was a deep wikipedia rabbit hole that I didn't understand almost at all.
0
kornyous
Real life hitting like a brick
0
yarobru
What I like about this relation is that a disk is a point but if you poke a hole in a disk it becomes a circle.
16 Comments
Oh, now I see! Javascript was invented by topologists!
Captain (nor so) obvious here, it's a matter of distance Basically, both the circle, the ellipsis and the square are all the same shape, all the points at a distance 1 of the center, the difference is what "distance" is : for the circle, it's the usual distance, for the square the distance is the max of the horizontal and vertical distance. That was for the curious trying to understand, now back to my usual meme dwelling!
You just redefined the "=" relation
According to topology, pants are a donut.
So like 7%6=13%6 I may be totally wrong bc i just did this thing for a short time
Thats because mathematicians look for the principle of things
I had to write a press release about some paper a professor got published about some topology topic. That was a deep wikipedia rabbit hole that I didn't understand almost at all.
Real life hitting like a brick
What I like about this relation is that a disk is a point but if you poke a hole in a disk it becomes a circle.