The arithmetic of QM-abelian surfaces through their Galois representations

Mathematics – Number Theory

Scientific paper

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To appear in J. Algebra

Scientific paper

This note provides an insight to the diophantine properties of abelian
surfaces with quaternionic multiplication over number fields. We study the
fields of definition of the endomorphisms on these abelian varieties and the
images of the Galois representations on their Tate modules. We illustrate our
results with several explicit examples.

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