Endomorphisms of certain superelliptic jacobians and l-adic Lie algebras
By Yuri Zarhin
Appears in collection : Rational points on irrational varieties
The subject of this talk is a certain explicitly constructed class of superelliptic jacobians defined over global fields with small endomorphism rings. We also discuss l-adic Lie algebras that correspond to the Galois actions on Tate modules of these jacobians.
