Proves plov(f) ≤ (k/2 + 1)d with k ≤ 2(d-1) hence plov(f) ≤ d² for zero-entropy automorphisms with unipotent f* on N¹(X)_R of dim-d normal projective varieties over algebraically closed fields.
Andrews, The theory of partitions , Cambridge Mathematical Library, Cambridge University Pr ess, Cambridge, 1998, Reprint of the 1976 original
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An upper bound for polynomial volume growth of automorphisms of zero entropy
Proves plov(f) ≤ (k/2 + 1)d with k ≤ 2(d-1) hence plov(f) ≤ d² for zero-entropy automorphisms with unipotent f* on N¹(X)_R of dim-d normal projective varieties over algebraically closed fields.