Cohomology and torsion cycles over the maximal cyclotomic extension
A classical theorem by K. Ribet asserts that an abelian variety defined over the maximal cyclotomic extension K of a number field has only finitely many torsion points. We show that this statement can be viewed as a particular case of a much more general one, namely that the absolute Galois group of...
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| Format: | Journal article |
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De Gruyter
2017
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