How it looks (i.θ)ₐ

[marraco]

So then here is a graph of sexp(z) base e, from -5i to +5i, showing the sexp(z) function going from L* to L. You can generate sexp(z) for any complex(z) for many real bases \( b>\eta \) using my implementation of Kneser's solution

I still need a crash course in PariGP.

Do you think that \( \\[15pt]

{^xa=a^{^{x-1}a}} \) is still valid on the complex plane?

Did you checked its accuracy on the real line?

I wish I could generate the points and verify.