Müller, Werner - Mathematisches Institut, Universität Bonn

• A SELBERG TRACE FORMULA FOR NON-UNITARY TWISTS WERNER MULLER
• ON THE SINGULARITIES OF RESIDUAL INTERTWINING
• WEYL'S LAW IN THE THEORY OF AUTOMORPHIC FORMS WERNER MULLER
• THE SELBERG TRACE FORMULA FOR NONUNITARY REPRESENTATIONS OF THE LATTICE
• ON THE TORSION IN THE COHOMOLOGY OF ARITHMETIC HYPERBOLIC 3-MANIFOLDS
• SPECTRAL ASYMPTOTICS FOR ARITHMETIC QUOTIENTS OF SL(n, R)/ SO(n)
• REGULARIZED DETERMINANTS OF LAPLACE TYPE OPERATORS, ANALYTIC SURGERY AND RELATIVE DETERMINANTS
• WEAK WEYL'S LAW FOR CONGRUENCE JEAN-PIERRE LABESSE AND WERNER M 
• ON THE SPECTRAL SIDE OF ARTHUR'S TRACE FORMULA TOBIAS FINIS, EREZ LAPID AND WERNER MULLER
• On the analytic continuation of rank one Eisenstein series
• MATHEMATICS The spectral side of Arthur's trace formula
• AUTOMORPHE FORMEN UND L-FUNKTIONEN y
• A SPECTRAL INTERPRETATION OF THE ZEROS OF THE CONSTANT TERM OF
• WEYL'S LAW FOR THE CUSPIDAL SPECTRUM Abstract. Let # be a principal congruence subgroup of SLn (Z) and let # be an irre
• THE TRACE CLASS CONJECTURE IN THE THEORY OF AUTOMORPHIC
• THE ASYMPTOTICS OF THE RAY-SINGER ANALYTIC TORSION OF HYPERBOLIC 3-MANIFOLDS
• Contemporary Mathematics Extremal Kahler Metrics and Ray-Singer Analytic Torsion
• SCATTERING AT LOW ENERGIES ON MANIFOLDS WITH CYLINDRICAL ENDS AND STABLE SYSTOLES
• SPECTRAL ASYMPTOTICS FOR ARITHMETIC QUOTIENTS OF SL(n, R)/ SO(n)
• A SPECTRAL INTERPRETATION OF THE ZEROS OF THE CONSTANT TERM OF
• SCATTERING THEORY FOR THE LAPLACIAN ON MANIFOLDS WITH BOUNDED CURVATURE
• WEYL'S LAW FOR THE CUSPIDAL SPECTRUM WERNER MULLER
• WEYL'S LAW IN THE THEORY OF AUTOMORPHIC FORMS WERNER M"ULLER
• ON THE SPECTRAL SIDE OF THE ARTHUR TRACE FORMULA
• WEYL'S LAW FOR THE CUSPIDAL SPECTRUM OF SL n
• ON THE SINGULARITIES OF RESIDUAL INTERTWINING
• RELATIVE ZETA FUNCTIONS, RELATIVE DETERMINANTS AND
• SCATTERING THEORY FOR THE LAPLACIAN ON MANIFOLDS WITH BOUNDED CURVATURE
• On the analytic continuation of rank one Eisenstein series
• Contemporary Mathematics Extremal K"ahler Metrics and Ray-Singer Analytic Torsion
• RELATIVE ZETA FUNCTIONS, RELATIVE DETERMINANTS AND
• REGULARIZED DETERMINANTS OF LAPLACE TYPE OPERATORS, ANALYTIC SURGERY AND RELATIVE DETERMINANTS
• THE SELBERG TRACE FORMULA FOR NON-UNITARY REPRESENTATIONS OF THE LATTICE
• THE TRACE CLASS CONJECTURE IN THE THEORY OF AUTOMORPHIC
• SPECTRAL ASYMPTOTICS FOR ARITHMETIC QUOTIENTS OF SL(n, R)= SO(n)
• ON THE SPECTRAL SIDE OF THE ARTHUR TRACE FORMULA
• WEYL'S LAW IN THE THEORY OF AUTOMORPHIC FORMS Abstract. For a compact Riemannian manifold, Weyl's law describes the asymptotic
• ABSOLUTE CONVERGENCE OF THE SPECTRAL SIDE OF THE ARTHUR
• WEAK WEYL'S LAW FOR CONGRUENCE SUBGROUPS
• A SPECTRAL INTERPRETATION OF THE ZEROS OF THE CONSTANT TERM OF
• AUTOMORPHE FORMEN UND L-FUNKTIONENy
• SCATTERING THEORY FOR THE LAPLACIAN ON MANIFOLDS WITH BOUNDED CURVATURE
• ABSOLUTE CONVERGENCE OF THE SPECTRAL SIDE OF THE ARTHUR
• THE METRIC ANOMALY OF ANALYTIC TORSION ON MANIFOLDS WITH CONICAL SINGULARITIES
• THE ASYMPTOTICS OF THE RAY-SINGER ANALYTIC TORSION FOR COMPACT HYPERBOLIC MANIFOLDS
• ANALYTIC TORSION OF COMPLETE HYPERBOLIC MANIFOLDS OF FINITE VOLUME