01/12/2016, 08:52 AM
It took me a while to remember the log() + 2*pi*k*I thing, after which I made this plot
you can see how the cyan line travels from the origin into the upper-left quadrant, then into the lower-left quadrant, which can be calulated with:
\( x^{x^{x^{2 \pi i/\log(x) + 1}(2 \pi i/\log(x) + 1)}(2 \pi i/\log(x) + 1)} \)
you can see how the cyan line travels from the origin into the upper-left quadrant, then into the lower-left quadrant, which can be calulated with:
\( x^{x^{x^{2 \pi i/\log(x) + 1}(2 \pi i/\log(x) + 1)}(2 \pi i/\log(x) + 1)} \)
