Maurice Mignotte, Paul Voutier
Published 2022-05-18Version 1
In this paper, we provide a technique to obtain explicit bounds for problems that can be reduced to linear forms in three logarithms of algebraic numbers. This technique can produce bounds significantly better than general results on lower bounds for linear forms in logarithms. We also give worked examples to demonstrate the improvements and to help readers see how to apply our technique.
Comments: Comments very welcome! We hope the kit is very useful for others
Linear Independence of Harmonic Numbers over the field of Algebraic Numbers
On approximation to a real number by algebraic numbers of bounded degree
On periodic sequences for algebraic numbers
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