activity
20052026
most citedExcitation spectrum of interacting bosons in the mean-field infinite-volume limit

68 citations · 311 across the 20 of their papers we have counts for

collaborators

20 papers

math-ph2026

Miniatures on Open Quantum Systems

Jan Derezinski, Vojkan Jaksic, Claude-Alain Pillet

We presents a unified and concise exposition of key topics in the mathematical theory of open quantum systems, developed within the framework of operator algebras. The manuscript c…

math-ph2020

On radial Schroedinger operators with a Coulomb potential: General boundary conditions

J. Derezinski, J. Faupin, Q. N. Nguyen +1

This paper presents the spectral analysis of 1-dimensional Schroedinger operator on the half-line whose potential is a linear combination of the Coulomb term 1/r and the centrifuga…

math-ph2018★ 11 cited

Pseudodifferential Weyl Calculus on (Pseudo-)Riemannian Manifolds

Jan Dereziński, Adam Latosiński, Daniel Siemssen

One can argue that on flat space the Weyl quantization is the most natural choice and that it has the best properties (e.g. symplectic covariance, real symbols corre…

math-ph2017★ 20 cited

On radial Schroedinger operators with a Coulomb potential

J. Derezinski, S. Richard

This paper presents a thorough analysis of 1-dimensional Schroedinger operators whose potential is a linear combination of the Coulomb term 1/r and the centrifugal term 1/r^2. We a…

math-ph2017★ 1 cited

Homogeneous rank one perturbations and inverse square potentials

Jan Derezinski

Following [D,BDG,DR], I describe several exactly solvable families of closed operators. Some of these families are defined by the theory of singular rank one perturbations. The rem…

math-ph2016★ 3 cited

Homogeneous rank one perturbations

Jan Dereziński

A holomorphic family of closed operators with a rank one perturbation given by the function is studied. The operators can be used in a toy model of renormalizatio…