Werner Mueller

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19992020

most citedOn the absolute convergence of the spectral side of the Arthur trace formula for GL(n)

31 citations · 55 across the 16 of their papers we have counts for

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math.RT2017

Approximation of $L^{2}$ -analytic torsion for arithmetic quotients of the symmetric space $SL (n, R) / SO (n)$

Jasmin Matz, Werner Mueller

In [MzM] we defined a regularized analytic torsion for quotients of the symmetric space $SL (n, R) / SO (n)$ by arithmetic lattices. In this paper we study th…

math.RT2004

Weak Weyl's law for congruence subgroups

Jean-Pierre Labesse, Werner Mueller

Let $G$ be a connected and simply connected semisimple algebraic group over $Q$ and let $Γ \subset G (Q)$ be an arithmetic subgroup. Let $K_{\infty} \subset G (R)$ be a ma…

math.RT2003

Weyl's law for the cuspidal spectrum of SL(n)

Werner Mueller

Let $Γ$ be a principal congruence subgroup of $S L_{n} (Z)$ and let $σ$ be an irreducible representation of SO(n). Let $N (T, σ)$ be the counting function of the eigenvalues of the Casim…

math.RT2002★ 31 cited

On the absolute convergence of the spectral side of the Arthur trace formula for GL(n)

Werner Mueller, Birgit Speh, Erez M. Lapid

Let G be the group GL(n) over a number field E and let A be the ring of adeles of E. In this paper we prove that the spectral side of the Arthur trace formula for G is absolutely c…

Approximation of L2-analytic torsion for arithmetic quotients of the symmetric space SL(n,R)/SO(n)

Weak Weyl's law for congruence subgroups

Weyl's law for the cuspidal spectrum of SL(n)

On the absolute convergence of the spectral side of the Arthur trace formula for GL(n)

Approximation of $L^{2}$ -analytic torsion for arithmetic quotients of the symmetric space $SL (n, R) / SO (n)$