Abstract: In the present paper the new approach to solution of boudary-value problem for the Vlasov-Wigner equation with self-consistent field (for Coulomb interparticle potential) is considered. This approach is based on the using of Galerkin methods with Hermite functions of 1st kind as basic ones. The principle of isolation of singularities of pseudodifferential operator is examined; the passage to nonlinear algebraic equations system is developed. The results of computations are adduced.Note: Research direction:Mathematical modelling in actual problems of science and technic
The concept of Wigner paths in phase space both provides a pictorial representation of the quantum e...
The Wigner function is a promising method for including such effects as time dependence, self consis...
Within the Wigner-function formalism for electron quantum transport in semiconductors a two-time Wig...
Abstract: In the present paper algorithm of numerical solving of boundary-value problem fo...
In this paper a review of the research performed in recent years by the group of the authors is pres...
The use of the Wigner function for the study of quantum transport in open systems is subject to sev...
The Wigner function provides a convenient description for single-particle quantum transport in space...
A generalized Monte Carlo method for the solution of the Wigner transport equation in semiconductor ...
Recent developments of the application of the Wigner-path method to nonequilibrium quantum transport...
The analysis of dissipative transport equations within the framework of open quantum systems with Fo...
In this seminar, we illustrate the use of the Splitting-Scheme algorithm in the numerical solution o...
Abstract: The numerical method of the Wigner quantum kinetic equation solution has been co...
The Wigner-function (WF) approach to quantum electron transport in semiconductors is reviewed in thi...
Abstract: In the present paper Wigner equation, Vlasov equation for selfconsistent field a...
The Wigner-function approach to the quantum theory of electron transport in mesoscopic systems is re...
The concept of Wigner paths in phase space both provides a pictorial representation of the quantum e...
The Wigner function is a promising method for including such effects as time dependence, self consis...
Within the Wigner-function formalism for electron quantum transport in semiconductors a two-time Wig...
Abstract: In the present paper algorithm of numerical solving of boundary-value problem fo...
In this paper a review of the research performed in recent years by the group of the authors is pres...
The use of the Wigner function for the study of quantum transport in open systems is subject to sev...
The Wigner function provides a convenient description for single-particle quantum transport in space...
A generalized Monte Carlo method for the solution of the Wigner transport equation in semiconductor ...
Recent developments of the application of the Wigner-path method to nonequilibrium quantum transport...
The analysis of dissipative transport equations within the framework of open quantum systems with Fo...
In this seminar, we illustrate the use of the Splitting-Scheme algorithm in the numerical solution o...
Abstract: The numerical method of the Wigner quantum kinetic equation solution has been co...
The Wigner-function (WF) approach to quantum electron transport in semiconductors is reviewed in thi...
Abstract: In the present paper Wigner equation, Vlasov equation for selfconsistent field a...
The Wigner-function approach to the quantum theory of electron transport in mesoscopic systems is re...
The concept of Wigner paths in phase space both provides a pictorial representation of the quantum e...
The Wigner function is a promising method for including such effects as time dependence, self consis...
Within the Wigner-function formalism for electron quantum transport in semiconductors a two-time Wig...