Asymptotic properties of the magnetic integrated density of states.
Asymptotics and estimates of the convergence rate in a three-dimensional boundary value problem with rapidly alternating boundary conditions.
Asymptotics of the integrated density of states for periodic elliptic pseudo-differential operators in dimension one.
We consider a periodic pseudo-differential operator on the real line, which is a lower-order perturbation of an elliptic operator with a homogeneous symbol and constant coefficients. It is proved that the density of states of such an operator admits a complete asymptotic expansion at large energies. A few first terms of this expansion are found in a closed form.
Asymptotics of the scattering frequencies for a thermoelasticity problem with small thermal conductivity
Asymptotics of the spectral function for the Steklov problem in a family of sets with fractal boundaries.
Asymptotique des résonances pour des obstacles
Asymptotiques spectrales pour l'opérateur de Schrödinger avec un potentiel électromagnétique