TPID 16
Let
be a nonpolynomial real entire function.
has a conjugate primary fixpoint pair : 
has no other primary fixpoints then the conjugate primary fixpoint pair.
For
between
and
and
such that
we have that
is analytic in
.
is analytic for all real
and all real
.
If
is analytic for
then :
for all real
, all real
and all integer
.
Otherwise
for all real
, all real
and all integer
.
Are there solutions for
?
I conjecture yes.
regards
tommy1729
Let
For
If
Otherwise
Are there solutions for
I conjecture yes.
regards
tommy1729