Extends Furstenberg-Sárközy to general intersective polynomials h via uniform arithmetic level-d inequality, yielding the best known quasipolynomial density bound.
Lucier,Intersective sets given by a polynomial, Acta Arith.123(2006), 57–95
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Extensions of the Furstenberg-S\'ark\"ozy theorem via the arithmetic level-$d$ inequality
Extends Furstenberg-Sárközy to general intersective polynomials h via uniform arithmetic level-d inequality, yielding the best known quasipolynomial density bound.