〈 Berger | Dillon 〉

Now when does z^z^z^... converge if z ∈ ℂ? ;)

that's a neat fractal!

I've gotten different python graphs but yours is probably more accurate. Need to check it later sometime and compare with you! How are you determining convergence and divergence? And your doing a linspace thing to get points?

WAIT A MINUTE, THERE'S A NUMPY.ISFINITE??? WTF?

Wait nvm I tweeted too soon. I thought it could solve the recursion. But it just checks if it's finite lmao gotcha

Although being finite doesn't mean it converges...could be periodic. 2-periodic happens in ℝ even! x^y = z and x^z = y.