Sheldon i Cannot simply agree.

If slog was periodic even in the limit, then

1) sexp(slog(x)+1/2) is periodic too.

2) the cutlines and singularities due to L,L* are COPIED infinitely often because of the periodicity. Resulting in slog having infinitely many singularities.

3) the fake analogues of 1),2).

These are all contradictions !?

Maybe a weaker form , pseudo pseudo semi periodic or so

I take my cutlines paralell to the real axis pointing to - oo.

Maybe your truncation is too brutal ?

Or An unusual branch. But even on other branches im skeptical.

In particular when |im| > |re|.

Tommy-sheldon disputes are always intresting.

Students of tetration should take notes.

Regards

Tommy1729

If slog was periodic even in the limit, then

1) sexp(slog(x)+1/2) is periodic too.

2) the cutlines and singularities due to L,L* are COPIED infinitely often because of the periodicity. Resulting in slog having infinitely many singularities.

3) the fake analogues of 1),2).

These are all contradictions !?

Maybe a weaker form , pseudo pseudo semi periodic or so

I take my cutlines paralell to the real axis pointing to - oo.

Maybe your truncation is too brutal ?

Or An unusual branch. But even on other branches im skeptical.

In particular when |im| > |re|.

Tommy-sheldon disputes are always intresting.

Students of tetration should take notes.

Regards

Tommy1729