Patrick Ingram
Abstract
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Given an endomorphism f of projective space, we exhibit explicit bounds on the difference between the naive height of a divisor and its canonical height relative to f.
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Given an endomorphism f of projective space, we exhibit explicit bounds on the difference between the naive height of a divisor and its canonical height relative to f.
Key concepts: Endomorphism, Mathematics, Divisor (algebraic geometry), Pure mathematics, Projective test, Zero divisor, Space (punctuation), Discrete mathematics