Hello.

I am finding some nontrivial examples of surjective holomorphic selfmap of compact Kahler manifold of dim $\geq 3$. That is, find $X$ a compact Kahler manifold of dim $\geq 3$, $f:X->X$ a surjective holomorphic selfmap so that $f$ is not an automorphism and $f$ has positive entropy.

References or nonexistence results are also welcome.

Thank you very much.