On the automorphism group of rational manifolds
classification
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math.AGmath.CV
keywords
automorphismrationalalongblow-upscentersdimensionentropyevery
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In this note, we prove that every automorphism of a rational manifold which is obtained from $\Bbb{P}^k$ by a finite sequence blow-ups along smooth centers of dimension at most r with k>2r+2 has zero topological entropy.
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