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An algebraic-analytic approach of Diophantine equations.
Author(s):
1. Jamel Ghanouchi: 6 Rue Khansa, 2070 Marsa, Tunisie
Abstract:
Our purpose in this research is to show how much Fermat equation is rich in analytic applications. Effectively, this equation allows to build amazing sequences, series and numbers. The question of the elementary proof of the theorem remains of course, we will see it in this communication. We will make also an allusion to the very known Fermat numbers (x2i). We will see how this problem of the proof is actual and how it can be solved using Fermat sequences and series.
Page(s): 15-24
DOI: DOI not available
Published: Journal: Asian Journal of Algebra, Volume: 1, Issue: 1, Year: 2008
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