JournalszaaVol. 13, No. 2pp. 261–305

Spectral Estimates for Compact Hyperbolic Space Forms and the Selberg Zeta Function for -Spectra II

  • Reinhard Schuster

    Universität Leipzig, Germany
Spectral Estimates for Compact Hyperbolic Space Forms and the Selberg Zeta Function for $p$-Spectra II cover
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Abstract

We prove an asymptotic estimation for the spectrum of the Laplace operator for compact hyperbolic space forms. Thereby we use estimations of the Selberg zeta function by methods of analytic number theory.

Cite this article

Reinhard Schuster, Spectral Estimates for Compact Hyperbolic Space Forms and the Selberg Zeta Function for -Spectra II. Z. Anal. Anwend. 13 (1994), no. 2, pp. 261–305

DOI 10.4171/ZAA/512