For the Fr\"ohlich model of the large polaron, we prove that the ground state energy as a function of the total momentum has a unique global minimum at momentum zero. This implies the non-existence of a ground state of the Fr\"ohlich Hamiltonian and thus excludes the possibility of a localization transition at finite coupling.Comment: 14 page
The last unsolved problem about the many-polaron system, in the Pekar–Tomasevich approximation, is t...
We use the Variational Exact Diagonalization to investigate the single polaron properties for four d...
We study the dynamics of large polarons described by the Fröhlich Hamiltonian in the limit of strong...
14 pagesFor the Fröhlich model of the large polaron, we prove that the ground state energy as a func...
For the Fröhlich model of the large polaron, we prove that the ground state energy as a function of ...
We study the qualitative behaviour of the energy-momentum relation of the Fr\"ohlich polaron at fixe...
We study the spectrum of the Fr\"ohlich Hamiltonian for the polaron at fixed total momentum. We prov...
We consider the confined Fr\"ohlich polaron and establish an asymptotic series for the low-energy ei...
We consider the large polaron described by the Fr\"ohlich Hamiltonian and study its energy-momentum ...
We resolve several longstanding problems concerning the stability and the absence of multi-particle ...
We summarize our recent results on the ground state energy of multi-polaron systems. In particular, ...
The polaron model in ionic crystal is studied in the Bogolubov representation using a special RPA-ap...
We consider the Fröhlich model of a polaron, and show that its effective mass diverges in thestrong ...
In this work we present a highly efficient and accurate analytical approximation for the Green's fun...
We provide a definition of the effective mass for the classical polaron described by the Landau-Peka...
The last unsolved problem about the many-polaron system, in the Pekar–Tomasevich approximation, is t...
We use the Variational Exact Diagonalization to investigate the single polaron properties for four d...
We study the dynamics of large polarons described by the Fröhlich Hamiltonian in the limit of strong...
14 pagesFor the Fröhlich model of the large polaron, we prove that the ground state energy as a func...
For the Fröhlich model of the large polaron, we prove that the ground state energy as a function of ...
We study the qualitative behaviour of the energy-momentum relation of the Fr\"ohlich polaron at fixe...
We study the spectrum of the Fr\"ohlich Hamiltonian for the polaron at fixed total momentum. We prov...
We consider the confined Fr\"ohlich polaron and establish an asymptotic series for the low-energy ei...
We consider the large polaron described by the Fr\"ohlich Hamiltonian and study its energy-momentum ...
We resolve several longstanding problems concerning the stability and the absence of multi-particle ...
We summarize our recent results on the ground state energy of multi-polaron systems. In particular, ...
The polaron model in ionic crystal is studied in the Bogolubov representation using a special RPA-ap...
We consider the Fröhlich model of a polaron, and show that its effective mass diverges in thestrong ...
In this work we present a highly efficient and accurate analytical approximation for the Green's fun...
We provide a definition of the effective mass for the classical polaron described by the Landau-Peka...
The last unsolved problem about the many-polaron system, in the Pekar–Tomasevich approximation, is t...
We use the Variational Exact Diagonalization to investigate the single polaron properties for four d...
We study the dynamics of large polarons described by the Fröhlich Hamiltonian in the limit of strong...
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