On a Conjecture of E. Thomas concerning parametrized Thue Equations

Abstract

is called Thue equation in honour of A. Thue, who proved in 1909 [19] that the number of its solutions in integers is finite. Thue’s result is not effective, but in 1968, A. Baker [1] gave an upper bound for the solutions using his lower bounds for linear forms in logarithms of algebraic numbers. Since then, algorithms for the solution of single Thue… (More)

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Cite this paper

@inproceedings{Heuberger2000OnAC, title={On a Conjecture of E. Thomas concerning parametrized Thue Equations}, author={Clemens Heuberger}, year={2000} }