Abstract The Wigner transport equation can be solved stochastically by Monte Carlo techniques based on the theory of piecewise deterministic Markov processes. A new stochastic algorithm, without time discretization error, has been implemented and studied in the case of the quantum transport through a rectangular potential barrier
AbstractWe present a novel numerical scheme for the deterministic solution of the Wigner transport e...
Ce travail de thèse étudie les phénomènes quantiques qui apparaissent dans les dispositifs électroni...
Advancements and improvements in the Wigner function approach to quantum electron transport are revi...
Abstract The Wigner equation represents a promising model for the simulation of elec...
Stochastic particle methods for the numerical treatment of the Wigner equation are considered. The ...
Recently a Monte Carlo method based on signed particles for time-dependent simulations of the Wigner...
A Quantum Monte Carlo method taking into account both interference and dissipation effects has been ...
This book gives an overview of the quantum transport approaches for nanodevices and focuses on the W...
The article addresses the achievable accuracy for a Monte Carlo sampling of Wigner functions in comb...
The Wigner function provides a convenient description for single-particle quantum transport in space...
Abstract-The Wigner equation represents a convenient approach when it comes to simulate the transien...
The quantum Liouville equation in the Wigner representation is solved numerically by using Monte Car...
A class of stochastic algorithms for the numerical treatment of the Wigner equation is introduced. T...
A Monte Carlo algorithm based on the concept of Wigner paths has been developed to study quantum tra...
The Wigner-function approach to the quantum theory of electron transport in mesoscopic systems is re...
AbstractWe present a novel numerical scheme for the deterministic solution of the Wigner transport e...
Ce travail de thèse étudie les phénomènes quantiques qui apparaissent dans les dispositifs électroni...
Advancements and improvements in the Wigner function approach to quantum electron transport are revi...
Abstract The Wigner equation represents a promising model for the simulation of elec...
Stochastic particle methods for the numerical treatment of the Wigner equation are considered. The ...
Recently a Monte Carlo method based on signed particles for time-dependent simulations of the Wigner...
A Quantum Monte Carlo method taking into account both interference and dissipation effects has been ...
This book gives an overview of the quantum transport approaches for nanodevices and focuses on the W...
The article addresses the achievable accuracy for a Monte Carlo sampling of Wigner functions in comb...
The Wigner function provides a convenient description for single-particle quantum transport in space...
Abstract-The Wigner equation represents a convenient approach when it comes to simulate the transien...
The quantum Liouville equation in the Wigner representation is solved numerically by using Monte Car...
A class of stochastic algorithms for the numerical treatment of the Wigner equation is introduced. T...
A Monte Carlo algorithm based on the concept of Wigner paths has been developed to study quantum tra...
The Wigner-function approach to the quantum theory of electron transport in mesoscopic systems is re...
AbstractWe present a novel numerical scheme for the deterministic solution of the Wigner transport e...
Ce travail de thèse étudie les phénomènes quantiques qui apparaissent dans les dispositifs électroni...
Advancements and improvements in the Wigner function approach to quantum electron transport are revi...
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