Selberg zeta functions for spaces of higher rank

Abstract

The theory of Selberg zeta functions is generalized to higher rank spaces. Applications towards analytic torsion numbers are given.

arXiv comment92 pages, LATEX

References in corpus (1)

• Geometric zeta-functions on p-adic groups

Cited by in corpus (4)

• Lefschetz formulae and zeta functions
• A prime geodesic theorem for higher rank II: singular geodesics
• A conjectural Lefschetz formula for locally symmetric spaces
• The prime geodesic theorem for higher rank spaces