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On the representation of integers with large square factors by positive definite ternary quadratic forms
Published online by Cambridge University Press: 26 February 2010
Abstract
It is proved here that, if G is a positive definite integral ternary quadratic lattice of discriminant d and c is a squarefree integer which is primitively represented by the genus of G, then G primitively represents all sufficiently large integers of the type ct2, with g.c.d. (t, 2d) = 1, which are primitively represented by the spinor genus of G.
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- Copyright © University College London 1984