most citedA determinantal formula for the GOE Tracy-Widom distribution

88 citations · 135 across the 6 of their papers we have counts for

collaborators

6 papers

math-ph200510 cited

Energy-momentum relation for solitary waves of relativistic wave equations

T. V. Dudnikova, A. I. Komech, H. Spohn

Solitary waves of relativistic invariant nonlinear wave equation with symmetry group U(1) are considered. We prove that the energy-momentum relation for spherically symmetric solit…

math-ph200515 cited

On a Two-Temperature Problem for Wave Equation

T. V. Dudnikova, A. I. Komech, H. Spohn

Consider the wave equation with constant or variable coefficients in . The initial datum is a random function with a finite mean density of energy that also satisfies a Rosen…

math.PR20054 cited

Polymer pinning in a random medium as influence percolation

Vincent Beffara, Vladas Sidoravicius, Herbert Spohn +1

In this article we discuss a set of geometric ideas which shed some light on the question of directed polymer pinning in the presence of bulk disorder. Differing from standard meth…

math-ph200588 cited

A determinantal formula for the GOE Tracy-Widom distribution

Patrik L. Ferrari, Herbert Spohn

Investigating the long time asymptotics of the totally asymmetric simple exclusion process, Sasamoto obtains rather indirectly a formula for the GOE Tracy-Widom distribution. We es…

math-ph200518 cited

Local stationarity for lattice dynamics in the harmonic approximation

T. V. Dudnikova, H. Spohn

We consider the lattice dynamics in the harmonic approximation for We consider the lattice dynamics in the harmonic approximation for a simple hypercubic lattice with arbitrary uni…

math-ph2005

Towards a microscopic derivation of the large phonon Boltzmann equation

Herbert Spohn

We outline the kinetic limit for weakly nonlinear wave equations