Endomorphisms of abelian varieties, cyclotomic extensions and Lie
  algebras

Ch. W. Curtis; D. Mumford; F. A. Bogomolov; F. A. Bogomolov; F. A. Bogomolov; G. Faltings; J. T. Tate; J.-P. Serre; J.-P. Serre; J.-P. Serre; J.-P. Serre; J.-P. Serre; J.-P. Serre; J.-P. Serre; J.-P. Serre; J.-P. Serre; R. Noot; Yu. G. Zarhin; Yu. G. Zarkhin (Zarhin); Yurii G Zarhin

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Endomorphisms of abelian varieties, cyclotomic extensions and Lie algebras

Authors: Ch. W. Curtis
D. Mumford
F. A. Bogomolov
F. A. Bogomolov
F. A. Bogomolov
G. Faltings
J. T. Tate
J.-P. Serre
J.-P. Serre
J.-P. Serre
J.-P. Serre
J.-P. Serre
J.-P. Serre
J.-P. Serre
J.-P. Serre
J.-P. Serre
R. Noot
Yu. G. Zarhin
Yu. G. Zarkhin (Zarhin)
Yurii G Zarhin
Publication date: 20 February 2010
Publisher: 'IOP Publishing'
Doi

Abstract

We prove an analogue of the Tate conjecture on homomorphisms of abelian varieties over infinite cyclotomic extensions of finitely generated fields of characteristic zero.Comment: 9 page

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info:doi/10.1070%2Fsm2010v201n...

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