Riemann Zeta function explained

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  1. Reggy ReptinaLL
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your messing with us right? what do you mean third dimension? the reimann zeta function is about the sum of complex powers in the two dimensional plane, where are you getting 3 dimensions from? you can actually graph it in 2 by assigning a point to each complex number and running it thru the zeta function, then moving that point to its output. for example, zeta(3+i) would be all the way up to 1/(♾️^3+i), when you evalulate this, it will be some complex number, a+bi, and to plot this point you simply move your input point, (1+3i) and move it to the result of your function- the output of your sum, which will be some complex number. if you do that for all points (to the right of the horizontal line with value one, because if you try and sum up somthing like 1/1^0+1/2^0 all the way up to infinity, you just get 1+1+1 on and on forever. this doesn’t exactly make sense to graph, but if you graph all the points you can on the right side, you can then use anlytic continuation to complete the graph. i learned most of this from a 3brown1blue video, i recommend you check him out. also, on your paper you have “1/0-i)”, what is that? division. by zero is undefined, also ik ur probably joking with us because ur not finna get a medal

JarBarBare
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I just saw this Schwarzschild equation, I am seeing similarities between my discovery and this equation. When do you plan on giving me credit for my genius accomplishment, You know I deserve it,

reggyreptinall
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Why is everyone so surprised I figured it out? If you didn't want me to figure it out, then Why did you make it so easy for me? I know I am Correct so it doesn't matter.

reggyreptinall