AbstractTraceformulas are useful in the study of resonances. In this article, we work in a semi-classical black box framework and obtain a traceformula of the same type as that of the second author, now for the resonances in h-dependent domains of size h, and under somewhat more restrictive assumptions. As an application, we extend to a long range situation a result by V. Petkov and M. Zworski on Breit–Wigner peaks in the scattering phase
AbstractWe prove sharp exponential bounds on resonance states for the shape (α-decay) and Stark reso...
We prove that the resonances of long range perturbations of the (semiclassical) Laplacian are the ze...
We consider self-adjoint Dirac operators D = D0 + V(x), where D0 is the free three-dimensional Dirac...
AbstractTraceformulas are useful in the study of resonances. In this article, we work in a semi-clas...
Scattering resonances generalize bound states/eigenvalues for systems in which energy can scatter to...
In this paper we study of the residue of the scattering amplitude for resonances near the real axis....
Resonant normal forms allow to study various aspects of resonances up to high orders. We apply these...
Microlocalization of resonant states and estimates of the residue of the scattering amplitude Jean-f...
Abstract. We study the semi-classical behavior as h → 0 of the scattering amplitude f (θ, ω, λ, h) a...
We study resonances near the real axis (jIm zj D O(hN), N 1) and the corresponding resonant states ...
The problem of decaying states and resonances is examined within the framework of scattering theory ...
Abstract. We show how the presence of resonances close to the real axis implies exponential lower bo...
Scattering resonances are the analogues of eigenvalues for problems on non-compact domains. The real...
We study the self-adjoint Dirac operators D = D0 + V (x), where D0 is the free three-dimensional Dir...
A novel proposal is outlined to determine scattering amplitudes from finite-volume spectral function...
AbstractWe prove sharp exponential bounds on resonance states for the shape (α-decay) and Stark reso...
We prove that the resonances of long range perturbations of the (semiclassical) Laplacian are the ze...
We consider self-adjoint Dirac operators D = D0 + V(x), where D0 is the free three-dimensional Dirac...
AbstractTraceformulas are useful in the study of resonances. In this article, we work in a semi-clas...
Scattering resonances generalize bound states/eigenvalues for systems in which energy can scatter to...
In this paper we study of the residue of the scattering amplitude for resonances near the real axis....
Resonant normal forms allow to study various aspects of resonances up to high orders. We apply these...
Microlocalization of resonant states and estimates of the residue of the scattering amplitude Jean-f...
Abstract. We study the semi-classical behavior as h → 0 of the scattering amplitude f (θ, ω, λ, h) a...
We study resonances near the real axis (jIm zj D O(hN), N 1) and the corresponding resonant states ...
The problem of decaying states and resonances is examined within the framework of scattering theory ...
Abstract. We show how the presence of resonances close to the real axis implies exponential lower bo...
Scattering resonances are the analogues of eigenvalues for problems on non-compact domains. The real...
We study the self-adjoint Dirac operators D = D0 + V (x), where D0 is the free three-dimensional Dir...
A novel proposal is outlined to determine scattering amplitudes from finite-volume spectral function...
AbstractWe prove sharp exponential bounds on resonance states for the shape (α-decay) and Stark reso...
We prove that the resonances of long range perturbations of the (semiclassical) Laplacian are the ze...
We consider self-adjoint Dirac operators D = D0 + V(x), where D0 is the free three-dimensional Dirac...