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Abstract

Abstract: We shall prove that if F is a cubic binary form with integer coefficients and non-zero discriminant then there is a positive number c, which depends on F, such that the Thue equation F(x,y) = m has at least c(log m) 1/2 solutions in integers x and y for infinitely many positive integers m

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oai:CiteSeerX.psu:10.1.1.210.7171Last time updated on 10/22/2014

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