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A Lewis Correspondence for submodular groups
-
Anton Deitmar
and
Joachim Hilgert
Published/Copyright:
November 19, 2007
Abstract
We extend the Lewis Correspondence between Maaß wave forms and period functions to subgroups of the modular group of finite index. The period functions then become vector valued functions.
Received: 2006-02-07
Revised: 2006-03-16
Published Online: 2007-11-19
Published in Print: 2007-11-20
© Walter de Gruyter
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Articles in the same Issue
- On the simple connectedness of certain subsets of buildings
- A generalization of Kronecker function rings and Nagata rings
- Cotilting and tilting modules over Prüfer domains
- Derivations of multi-loop algebras
- Injective and colon properties of ideals in integral domains
- A Lewis Correspondence for submodular groups
- Spreads of PG(3, q) and ovoids of polar spaces
- Meromorphic continuation of multivariable Euler products
