On Hall's conjecture
classification
🧮 math.NT
math.AG
keywords
integercoefficientsconjectureevenexisthallpolynomialspositive
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We show that for any even positive integer d there exist polynomials x and y with integer coefficients such that deg(x) = 2d, deg(y) = 3d and deg(x^3 - y^2) = d + 5.
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