The Frehlich polaron model describes a ubiquitous class of problems concerned with
understanding the properties of a single mobile particle interacting with a bosonic reservoir …

We propose a class of variational Gaussian wave functions to describe Fröhlich polarons at
finite momenta. Our wave functions give polaron energies that are in excellent agreement …

We present a calculation of the ground-state binding energy of an impurity magnetopolaron
confined in a three-dimensional (3D) parabolic quantum dot potential, in the framework of a …

We adapt the generalized Hartree-Fock-Bogoliubov (HFB) method to an interacting many-
phonon system free of impurities. The many-phonon system is obtained from applying the …

We provide a detailed formulation of the recently proposed variational approach [Y. Ashida,
T. Shi, M.-C. Bañuls, JI Cirac, and E. Demler, Phys. Rev. Lett. 121, 026805 (2018)] …

The polaronic effects for an electron confined in a parabolic quantum dot are investigated by
means of squeezed states. A variational calculation is performed to obtain the polaronic …

Considering both interspecies and intraspecies quantum fluctuations in quasi-one
dimensional ultracold Bose–Bose mixtures, we show that new LHY-like effects lead to …

The effective mass of the Frohlich polaron is calculated with the two-mode squeezed states
in the intermediate-coupling region and found to be in close agreement, with the results of …

In the framework of Landau–Pekar theory, we study the polaron problem in the double
quantum ring structures within theeffectivemassapproximation in the presence of …

Considering both interspecies and intraspecies fluctuations in ultracold bose-bose mixtures,
we derive generalized stability conditions against collapse and phase separation …