Linked from

The 9 pages that link to Jean-Pierre Serre, each with the reason it gives.

• André WeilRelated: Serre helped advance the arithmetic geometry central to Weil’s legacy.

• Alexander GrothendieckRelated: Serre’s seminars and correspondence helped shape Grothendieck’s early mathematical direction.

• Modularity theoremRelated: His epsilon conjecture sharpened the proposed route from Fermat's equation to nonmodularity.

• Henri CartanRelated: Serre attended Cartan’s seminar and extended ideas developed in its postwar research community.

• Arithmetic geometryRelated: His ideas and writings helped connect geometric methods with arithmetic questions.

• Andrew WilesRelated: His conjectures helped formulate the modularity conditions that Wiles’s strategy required.

• Ribet's theoremRelated: Serre's conjectures on modular Galois representations framed the setting in which level lowering became central.

• Claire VoisinRelated: Serre’s influence on modern algebraic geometry forms part of the mathematical tradition surrounding Voisin’s work.

• Homological conjectures in commutative algebraRelated: His local-algebra work formulated influential intersection and multiplicity conjectures.