Modularity theorem (Wiles / Fermat)

Layer 0 — Mathematicsin the analytic-number-theory subtree

Wiles-Taylor 1995 'Modular elliptic curves and Fermat's Last Theorem'. Every semistable-elliptic-curve over ℚ is modular. Implies FLT. Breuil-Conrad-Diamond-Taylor 2001 generalised.

Related concepts

Isomorphism theorems (groups/rings/modules)

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