Add to ORKGTexto completo: acesso restrito. p.552–562An electronic system is considered as a quantum plasma characterized by a plasma parameter γ0 ⪡ 1, over short times. Using the Dynamics of Correlations (a many-body theory based on the Liouville-von Neumann equation in the Fourier transform of the Wigner-Weyl representation), in first and second order, a generalized Vlasov equation (GVE) has been derived. GVE describes as a particular situation the STLS (Singwi, Tosi, Land and Sjölander) ansatz. Discarding correlation terms in GVE, a non-linear Vlasov equation with exchange terms is derived. The classical limit and the linearization of GVE are also studied
First derivation of the Vlasov equation for a system on the lattice with long-range interactions
Making use of a recently developed quasi-linear formulation of 1D Vlasov equation, we derive the bal...
A self-consistent theory of phase space granulations, called "clumps", has been derived. T...
Texto completo. Acesso restrito. p. 471-481A two-spacial dimension electronic system characterized b...
A new approach to the many-electron atom, based on the formal equivalence between the Hartree-Fock e...
Collisionless plasmas in an arbitrary dynamical state are described by the Vlasov equation, which gi...
We propose a new approach to the derivation of kinetic equations from dynamics of large particle qua...
We here discuss the emergence of quasistationary states (QSS), a universal feature of systems with l...
We consider the Vlasov equation in any spatial dimension, which has long been known [ZI76, Mor80, Gi...
The Vlasov system describes the dynamics of large collections of indistinguishable particles, which ...
Difficulties in founding microscopically the Vlasov equation for Coulomb-interacting particles are r...
The derivation of effective equations for interacting many body systems has seen a lot of progress i...
A theory of thermal fluctuations in plasmas is developed based on a probability ensemble for one-par...
A statistical mechanical theory for the investigation of the effects of nonlinear fluctuations in a ...
Abstract. We introduce a long wave scaling for the Vlasov-Poisson equation and derive, in the cold i...
First derivation of the Vlasov equation for a system on the lattice with long-range interactions
Making use of a recently developed quasi-linear formulation of 1D Vlasov equation, we derive the bal...
A self-consistent theory of phase space granulations, called "clumps", has been derived. T...
Texto completo. Acesso restrito. p. 471-481A two-spacial dimension electronic system characterized b...
A new approach to the many-electron atom, based on the formal equivalence between the Hartree-Fock e...
Collisionless plasmas in an arbitrary dynamical state are described by the Vlasov equation, which gi...
We propose a new approach to the derivation of kinetic equations from dynamics of large particle qua...
We here discuss the emergence of quasistationary states (QSS), a universal feature of systems with l...
We consider the Vlasov equation in any spatial dimension, which has long been known [ZI76, Mor80, Gi...
The Vlasov system describes the dynamics of large collections of indistinguishable particles, which ...
Difficulties in founding microscopically the Vlasov equation for Coulomb-interacting particles are r...
The derivation of effective equations for interacting many body systems has seen a lot of progress i...
A theory of thermal fluctuations in plasmas is developed based on a probability ensemble for one-par...
A statistical mechanical theory for the investigation of the effects of nonlinear fluctuations in a ...
Abstract. We introduce a long wave scaling for the Vlasov-Poisson equation and derive, in the cold i...
First derivation of the Vlasov equation for a system on the lattice with long-range interactions
Making use of a recently developed quasi-linear formulation of 1D Vlasov equation, we derive the bal...
A self-consistent theory of phase space granulations, called "clumps", has been derived. T...