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Title of Journal: Monatsh Math

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Abbravation: Monatshefte für Mathematik

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Springer Vienna

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DOI

10.1016/0769-2609(87)90206-7

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1436-5081

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An explicit growth condition for middledegree cus

Authors: Harald Grobner
Publish Date: 2009/04/07
Volume: 159, Issue: 4, Pages: 335-340
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Abstract

Let G/mathbb Q be the simple algebraic group Spn 1 and Gamma=GammaN a principal congruence subgroup of level N ≥ 3 Denote by K a maximal compact subgroup of the real Lie group Gmathbb R Then a double quotient Gammabackslash Gmathbb R/K is called an arithmetically defined quaternionic hyperbolic nmanifold In this paper we give an explicit growth condition for the dimension of cuspidal cohomology H2n cuspGammabackslash Gmathbb R/KE in terms of the underlying arithmetic structure of G and certain values of zetafunctions These results rely on the work of Arakawa Automorphic Forms of Several Variables Taniguchi Symposium Katata 1983 eds I Satake and Y Morita Birkhäuser Boston pp 1–48 1984


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