Abstract
For the family of parametrized Thue equations(X+aY)(X−d2Y)…(X−dn−1Y)(X−aY)−Yn=±1,wheren⩾4,didistinct integers satisfying ∑di≠0 or ∏di≠0, all solutions are determined for sufficiently large values of the integral parameterausing bounds on linear forms in logarithms.
Published Version
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