Dmitrii Kouznetsov's Tetration Extension

[Kouznetsov]

Henryk, I hope you agree with Figure 2.

As long as you didnt have explained it I can not agree

I have updated the tertation for small b . The minimal of quasi-periods determines the periodicity; the side of longest quasiperiod (negarive real part) has cuts of analyticity. Please, indicate the first statement you consider as "not explained".

So then give me the next step of your Dmitrii-makes-contourplot-of-tetration-tutorial.

Please, enter into my code, extract few values and compare with yours. I expect you will see disagreement or order of one percent, even at point \( z=0 \). This is because I did not adjust well the misplacement along the real axis. Assume, my code evaluates some function \( f(z) \). Solve numerically equation \( f(x_0)=1 \) and compare function \( F(z)=f(x_0+z) \) to your tetration.

your code is in the complete spirit of assembler, as if the world hadnt changed since that time

You have no need to work much inside the "conto" function; the only, may be, suppress the message about "Copyleft"; it will run even faster. (just type // at the beginning of line). Map your tetration with my conto plotter. Ask questions if any doubt.