Abstract
Quasi-Historical Introduction. Remarks on Unique Factorization. Elementary Methods. Kummer's Arguments. Why Do We Believe Wiles? More Quasi-History. Diophantus and Fermat. A Child's Introduction to Elliptic Functions. Local and Global. Curves. Modular Forms. The Modularity Conjecture. The Functional Equation. Zeta Functions and L -Series. The ABC-Conjecture. Heights. Class Number of Imaginary Quadratic Number Fields. Wiles' Proof. Appendices. Index.
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