Conjecture T0 :

Let be a real entire function where .

If for all we have then is stable.

This has probably been proved already.

(edit)

More specificly :

Conjecture T1 :

Let be a real entire function where .

Let be a real entire function where such that at least is not equal to for 2 values of .

Let be a real entire function where .

Then if is stable , then so is .

regards

tommy1729

Let be a real entire function where .

If for all we have then is stable.

This has probably been proved already.

(edit)

More specificly :

Conjecture T1 :

Let be a real entire function where .

Let be a real entire function where such that at least is not equal to for 2 values of .

Let be a real entire function where .

Then if is stable , then so is .

regards

tommy1729