thus it is complex continuous ??

ive been thinking that entire functions with parabolic fixpoints with n somewhere analytic solutions for their half-iterate are half-iterates of another related function that has exactly n non-parabolic fixpoints an no other fixpoints or exactly n parabolic fixpoints with analytic solutions at their fixpoints and no other fixpoints.

as the relationship between eta^x and e^x - 1.

that would make parabolic fixpoints more logical imho ...

tommy1729

ive been thinking that entire functions with parabolic fixpoints with n somewhere analytic solutions for their half-iterate are half-iterates of another related function that has exactly n non-parabolic fixpoints an no other fixpoints or exactly n parabolic fixpoints with analytic solutions at their fixpoints and no other fixpoints.

as the relationship between eta^x and e^x - 1.

that would make parabolic fixpoints more logical imho ...

tommy1729