activity
20012024
most citedContinuous integral kernels for unbounded Schroedinger semigroups and their spectral projections

21 citations · 68 across the 10 of their papers we have counts for

collaborators

10 papers

math-ph2024★ 1 cited

Enhanced area law in the Widom-Sobolev formula for the free Dirac operator in arbitrary dimension

Leon Bollmann, Peter Müller

We prove a logarithmically enhanced area law for all Rényi entanglement entropies of the ground state of a free gas of relativistic Dirac fermions. Such asymptotics occur in any di…

math-ph2010

Percolation Hamiltonians

Peter Müller, Peter Stollmann

There has been quite some activity and progress concerning spectral asymptotics of random operators that are defined on percolation subgraphs of different types of graphs. In this…

math.SP2007★ 8 cited

Random colourings of aperiodic graphs: Ergodic and spectral properties

Peter Müller, Christoph Richard

We study randomly coloured graphs embedded into Euclidean space, whose vertex sets are infinite, uniformly discrete subsets of finite local complexity. We construct the appropriate…

math-ph2007★ 11 cited

A lower bound for the density of states of the lattice Anderson model

Peter D. Hislop, Peter Müller

We consider the Anderson model on the multi-dimensional cubic lattice and prove a positive lower bound on the density of states under certain conditions. For example, if the random…

cond-mat.stat-mech2007

Variational bounds for the shear viscosity of gelling melts

Claas H. Köhler, Henning Löwe, Peter Müller +1

We study shear stress relaxation for a gelling melt of randomly crosslinked, interacting monomers. We derive a lower bound for the static shear viscosity , which implies that it…

cond-mat.stat-mech2003★ 5 cited

Diffusion of gelation clusters in the Zimm model

Matthias Küntzel, Henning Löwe, Peter Müller +1

Starting from a Zimm model we study selfdiffusion in a solution of crosslinked monomers. We focus on the effects of the hydrodynamic interaction on the dynamics and the critical be…