This is not a typo.pic.twitter.com/301t8UYeMy
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staggered! (though i can just about visualise why). does it have a name?
Lol I doubt it.. I came up with it in 10 minutes, so I doubt it will ever acquire a name
Well.. I found that if you let the upper bound be an arbitrary number N, then in order for the two to be equal N has to be 1. So it was really my only choice
This is so cool. I guess this is still true when n goes to infinity, for the discrete case, right?
And for all real (probably complex) k.
Holy shit this thread is awesome. When I get home I’m working out the proof for this. Can’t believe I didn’t learn this in undergrad!
Or maybe I did but I don’t remember.
Calculus on Twitter? Whoosh..... :-)
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