Research Paper | Mathematics | Tunisia | Volume 3 Issue 11, November 2014
An Elementary Proof of Fermat-Wiles Theorem and Generalization to Beal Conjecture
A proof of Fermat theorem is presented and a generalization to Beal conjecture is proposed. For this, we begin with Fermat and Fermat-Catalan equations and solve them.
Keywords: Diophantine, Fermat, Fermat-Catalan, Resolution
Edition: Volume 3 Issue 11, November 2014
Pages: 529 - 533
How to Cite this Article?
Jamel Ghanouchi, "An Elementary Proof of Fermat-Wiles Theorem and Generalization to Beal Conjecture", International Journal of Science and Research (IJSR), https://www.ijsr.net/search_index_results_paperid.php?id=OCT14917, Volume 3 Issue 11, November 2014, 529 - 533
Similar Articles with Keyword 'Diophantine'
On Non-Homogeneous Cubic Diophantine Equation 4x2 + 4y2 - 7xy = 19z3
Dr. P. Jayakumar, V. Pandian, R. Venkatraman
On The Non Homogeneous Heptic Equation with Five Unknowns
P. Jayakumar, K. Sangeetha
Similar Articles with Keyword 'Fermat'
A Curious Connection between Fermats Number and Multiple Factoriangular Numbers
Swati Bisht, Dr. Anand Singh Uniyal
Fermats Last Theorem is True
Similar Articles with Keyword 'Resolution'
Numerical Application of Adomian Decomposition Method to One Dimensional Wave Equations
E. U. Agom, F. O. Ogunfiditimi
Results for Fuzzy Casual Stringy Differential Dissimilarity
Ahmed E. Abdul-Nabi, Muna D. Salman, Sinan H. Abd Almjeed