We investigate the spectral distribution of the twisted Laplacian associated with uniform
square-integrable bounded harmonic 1-form on typical hyperbolic surfaces of high genus …

We initiate the study of Selberg zeta functions Z_ Γ, χ Z Γ, χ for geometrically finite Fuchsian
groups Γ Γ and finite-dimensional representations χ χ with non-expanding cusp monodromy …

We show that the Ruelle dynamical zeta function on a closed odd dimensional locally
symmetric space twisted by an arbitrary flat vector bundle has a meromorphic extension to …

We show an equality between the analytic torsion and the absolute value at zero of the
Ruelle dynamical zeta function on a closed odd dimensional locally symmetric space twisted …

Let X be an orientable compact connected hyperbolic surface of genus g. In this paper, we
prove that the twisted Selberg and Ruelle zeta functions, associated with an arbitrary finite …

This paper is concerned with the behavior of twisted Ruelle zeta functions of compact
hyperbolic manifolds at the origin. Fried proved that for an orthogonal acyclic representation …

We provide Fourier expansions of vector-valued eigenfunctions of the hyperbolic Laplacian
that are twist-periodic in a horocycle direction. The twist may be given by any endomorphism …

Fried's conjecture is concerned with the behavior of dynamical zeta functions at the origin.
For compact hyperbolic manifolds, Fried proved that for an orthogonal acyclic representation …

Reidemeister torsion, complex volume and the Zograf infinite product for hyperbolic 3–manifolds
Page 457 msp Geometry & Topology 23 (2019) 3687–3734 Reidemeister torsion, complex …

We study the spectral distribution of damped waves on compact Anosov manifolds. Sj\"
ostrand\cite {SJ1} proved that the imaginary parts of the majority of the eigenvalues …