Mathematics – Number Theory
Scientific paper
2001-05-22
Mathematics
Number Theory
This replaces the May 2001 version; it has been rewritten, and the exposition has been improved, thanks to the help of William
Scientific paper
This paper answers a question of Gross and others, by exhibiting specific
examples of Hecke algebras where mod 2 multiplicity one fails for some modular
forms, and the associated Hecke algebras are not Gorenstein.
It shows that the methods of Wiles, Gross, Edixhoven, Buzzard, Mazur and
others have an upper bound to their applicability.
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