What is the sum of all the natural numbers? Isn't it just infinity or is it really -1/12? Here we will see 1+2+3+... "will be" -1/12 if you use the Ramanujan summation, which is a way to assign a value to a divergent series.
Check out Bose Integral: htt…

I don't think I can stand it anymore.. ° ° °#mathsbeauty #maths #math #mathematician #mathematicus #mathsinlove #mathsinlife #mathsforlove #mathsforlife #mathinlife #mathinlove #mathinworld #science #school #panellinies2019 #memes #meme #school #student #university…

how Ramanujan did 1^2+2^2+3^2+...=0? i.e. the sum of n^2 is equal to 0? Doesn't 1^2+2^2+3^2+... diverge to infinity? This is actually what we call a trivial zero of the Riemann Zeta function based on the analytic continuation and Ramanujan summation.

Related…

Huge thanks to Inder Taneja for crunching the numbers. I asked for a few number facts: they produced a whole paper. Inder's work on their site: https://inder...

Yes -1/12, Ramanujan Summation: https://youtu.be/U_g_OZLt4OU
Sum of all n^2, https://youtu.be/UsSC5v0o2Aw
How about let's get it to be -1/9: https://www.youtube.com/watch?v=Piamci9xnEM


Be sure to subscribe for more math content!

Check out my T-shirts &…

In this video, I derive the plastic number, which is a neat generalization of the golden ratio. It's given by a solution of a cubic equation, so I also show ...