ok , i have this weird question.

i encountered it when thinking about tetration , how exactly is complicated ...

do we have a typical series expansion for f(z) which always converges for R(z) and I(z) >= 0 ?

( where the infinite sum is considered as the limit of the averages , this limit always exists with that series expansion for R(z) and I(z) >= 0 )

i encountered it when thinking about tetration , how exactly is complicated ...

do we have a typical series expansion for f(z) which always converges for R(z) and I(z) >= 0 ?

( where the infinite sum is considered as the limit of the averages , this limit always exists with that series expansion for R(z) and I(z) >= 0 )