We performed a quantum Monte Carlo study of a quasi-two-dimensional quantum dot built on a semiconductor quantum well, including the effects of structure inversion asymmetry (SIA) modeled by a Rashba interaction. The quantum dot is in turn modeled as a system of N interacting electrons confined by a parabolic potential of strength ω0. We studied the interplay between the strength of the Rashba interaction and ω0 in determining the addition energies of the system. We also analyzed the SIA effects on the one-body density and spin-density both for the case of a closed-shell and open-shell dot. In the last case we confirm the prediction of the formation of spin textures
Quantum dots (QDs) realized by etching or gate structures in a two-dimensional electron system may, ...
There have been intense research efforts over the last years focused on understanding the Rashba spi...
We have developed a set of path integral quantum Monte Carlo techniques for studying self-assembled ...
In semiconductor quantum dots, the motion of the electrons is restricted to a finite region of a two...
Abstract. We use diffusion Monte Carlo to study the ground state, the low-lying excitation spectrum ...
The Rashba spin splitting of the minibands of coupled InAs/GaAs pyramid quantum dots is investigated...
We use diffusion Monte Carlo to study the ground state, the low-lying excitation spectrum and the sp...
Final VersionWe address the issue of accurately treating interaction effects in the mesoscopic regim...
The spin of a single electron in an electrically defined quantum dot in a two-dimensional electron g...
14 pages, 12 figuresInternational audienceWe study the development of electron-electron correlations...
We investigate theoretically how the spin-orbit Dresselhaus and Rashba effects influence the electro...
We use the path integral Monte Carlo method to investigate the interplay between shell effects and e...
The two-dimensional circular quantum dot in a double semiconductor heterostructure is simulated by ...
We study the spin-splitting energies in low-potential-barrier quantum dots, finding splitting energi...
The goal of this project is to study electron correlation in a confined geometry (quantum dots) with...
Quantum dots (QDs) realized by etching or gate structures in a two-dimensional electron system may, ...
There have been intense research efforts over the last years focused on understanding the Rashba spi...
We have developed a set of path integral quantum Monte Carlo techniques for studying self-assembled ...
In semiconductor quantum dots, the motion of the electrons is restricted to a finite region of a two...
Abstract. We use diffusion Monte Carlo to study the ground state, the low-lying excitation spectrum ...
The Rashba spin splitting of the minibands of coupled InAs/GaAs pyramid quantum dots is investigated...
We use diffusion Monte Carlo to study the ground state, the low-lying excitation spectrum and the sp...
Final VersionWe address the issue of accurately treating interaction effects in the mesoscopic regim...
The spin of a single electron in an electrically defined quantum dot in a two-dimensional electron g...
14 pages, 12 figuresInternational audienceWe study the development of electron-electron correlations...
We investigate theoretically how the spin-orbit Dresselhaus and Rashba effects influence the electro...
We use the path integral Monte Carlo method to investigate the interplay between shell effects and e...
The two-dimensional circular quantum dot in a double semiconductor heterostructure is simulated by ...
We study the spin-splitting energies in low-potential-barrier quantum dots, finding splitting energi...
The goal of this project is to study electron correlation in a confined geometry (quantum dots) with...
Quantum dots (QDs) realized by etching or gate structures in a two-dimensional electron system may, ...
There have been intense research efforts over the last years focused on understanding the Rashba spi...
We have developed a set of path integral quantum Monte Carlo techniques for studying self-assembled ...