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Automorphism groups of 3-dimensional complex tori
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Ch Birkenhake
, V González and H Lange
Published/Copyright:
June 11, 2008
Abstract
We compute all finite automorphism groups of three-dimensional complex tori which are maximal in the isogeny class. The maximal order of such an automorphism group is 1296.
Received: 1998-02-13
Accepted: 1998-08-14
Published Online: 2008-06-11
Published in Print: 1999-03-12
© Walter de Gruyter
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Articles in the same Issue
- On nonpositively curved euclidean submanifolds: splitting results II
- Extremal lengths of homology classes on Riemann surfaces
- Addendum and erratum to An absolute Siegel's Lemma
- Is a linear space contained in a submanifold? – On the number of derivatives needed to tell
- Caractères à valeurs dans le centre de Bernstein
- Symplectic cutting of Kähler manifolds
- Automorphism groups of 3-dimensional complex tori
- Invariants of algebraic groups
- Weights of Markov traces on Hecke algebras
- On the proportion of quadratic character twists of L-functions attached to cusp forms not vanishing at the central point
- The Pfaffian closure of an o-minimal structure
- Subvarieties of ℂn with non-extendable automorphisms