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Some insights about the Riemann hypothesis needed 
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#19
Nov2213, 01:33 PM

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Each point in such a graph says "for this specific complex number as function argument, the [plotted quantity] is [value]". 


#20
Nov2213, 06:26 PM

P: 94

"What do you mean with "ordered"?"
Poor choice of words on my part, I should say coordinates of input to output. This creates an ordered set which of course has to be done to create a usable graph. Quote of mine: "Now when I say the input is in the form of two pure lines distinct in the pure form of reals and imaginaries, at right angle interceptions, does anyone not understand this???" Quote of the reply statement: "That's exactly like saying 10 is in the form of 5 and 5, just because 5+5=10." Seems some folks here have not had basic complex analysis. The pure imaginarys are generally one of the first things taught. Maybe some leave out the concept. I take it you can understand that the reals are a line. The pure imaginarys are a line. Both are subsets of the complex numbers. Only one point of the subsets of reals and imaginary union. That is at 0+0i They cross at right angles at 0, or 0 in the full form of the complex number being 0+0i. mfb you are nitpicking. Please keep doing such. It may prove to be very practical. 


#21
Nov2213, 06:51 PM

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#22
Nov2213, 07:24 PM

P: 94

"Be assured that I had more than just basic complex analysis."
Good. your nit picking will be usfull maybe. Now were was I... 


#23
Nov2213, 07:33 PM

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#24
Nov2213, 09:05 PM

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PF Gold
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This thread has gone sufficiently far off topic from the Riemann hypothesis, and it seems like goldust got his answer already.



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