A theoretical investigation of quantum-transport phenomena in mesoscopic systems is presented. In particular, a generalization to "open systems" of the well-known semiconductor Bloch equations is proposed. Compared to the conventional Bloch theory, the presence of spatial boundary conditions manifests itself through self-energy corrections and additional source terms in the kinetic equations, which are solved by means of a generalized Monte Carlo simulation. The proposed numerical approach is applied to the study of quantum-transport phenomena in double-barrier structures
The aim of this work is to investigate some of the properties of one- and two-dimensional systems, i...
A Monte Carlo algorithm based on the concept of Wigner paths has been developed to study quantum tra...
A Monte Carlo approach to solve the Liouville quation for an electron-phonon system in semiconductor...
A theoretical investigation of quantum-transport phenomena in mesoscopic systems is presented. In pa...
We present a theoretical investigation of quantum-transport phenomena in semiconductor nanostructure...
A theoretical investigation of quantum-transport phenomena in mesoscopic systems is presented. In pa...
For quantum transport through mesoscopic systems, a quantum master-equation approach is developed in...
This thesis is dedicated to the study of quantum transport and quantum measurement in mesoscopic sys...
Recent advances in semiconductor technology have made possible the fabrication of structures whose d...
A generalized Monte Carlo method for the solution of the Wigner transport equation in semiconductor ...
A generalized Monte Carlo method for the solution of the Wigner transport equation in semiconductor ...
The aim of this work is to investigate some of the properties of one- and two-dimensional systems, i...
The aim of this work is to investigate some of the properties of one- and two-dimensional systems, i...
A Monte Carlo algorithm based on the concept of Wigner paths has been developed to study quantum tra...
A Monte Carlo approach to solve the Liouville quation for an electron-phonon system in semiconductor...
The aim of this work is to investigate some of the properties of one- and two-dimensional systems, i...
A Monte Carlo algorithm based on the concept of Wigner paths has been developed to study quantum tra...
A Monte Carlo approach to solve the Liouville quation for an electron-phonon system in semiconductor...
A theoretical investigation of quantum-transport phenomena in mesoscopic systems is presented. In pa...
We present a theoretical investigation of quantum-transport phenomena in semiconductor nanostructure...
A theoretical investigation of quantum-transport phenomena in mesoscopic systems is presented. In pa...
For quantum transport through mesoscopic systems, a quantum master-equation approach is developed in...
This thesis is dedicated to the study of quantum transport and quantum measurement in mesoscopic sys...
Recent advances in semiconductor technology have made possible the fabrication of structures whose d...
A generalized Monte Carlo method for the solution of the Wigner transport equation in semiconductor ...
A generalized Monte Carlo method for the solution of the Wigner transport equation in semiconductor ...
The aim of this work is to investigate some of the properties of one- and two-dimensional systems, i...
The aim of this work is to investigate some of the properties of one- and two-dimensional systems, i...
A Monte Carlo algorithm based on the concept of Wigner paths has been developed to study quantum tra...
A Monte Carlo approach to solve the Liouville quation for an electron-phonon system in semiconductor...
The aim of this work is to investigate some of the properties of one- and two-dimensional systems, i...
A Monte Carlo algorithm based on the concept of Wigner paths has been developed to study quantum tra...
A Monte Carlo approach to solve the Liouville quation for an electron-phonon system in semiconductor...