A remark on periodic points on varieties over a field of finite type over Q
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Publication:6501314
arXivmath/9905069MaRDI QIDQ6501314
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Abstract: Let M be a field of finite type over {�f Q} and X a variety defined over M. We study when the set {P in X(K) mid f^{circ n} (P) = P for some n geq 1} is finite for any finite extension fields K of M and for any dominant K-morphisms f : X o X with deg f geq 2.
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