Does there exists a transcendental entire function having no fixed points?
I think yes, there exist a transcendental entire function having no fixed point...
As I take $ f(z) = e^z + 1$
Is it true or false?
Does there exists a transcendental entire function having no fixed points?
I think yes, there exist a transcendental entire function having no fixed point...
As I take $ f(z) = e^z + 1$
Is it true or false?
It should be $$ e^z + z $$ because $e^z + z = z$ implies...