Common zeros of two compositionally independent iterated morphisms are non-Zariski-dense for Henon maps, split endomorphisms of (P^1)^n, and regular polynomial skew products over number fields.
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Towards Common Zeros of Iterated Morphisms
Common zeros of two compositionally independent iterated morphisms are non-Zariski-dense for Henon maps, split endomorphisms of (P^1)^n, and regular polynomial skew products over number fields.