We derive a mean-field model that is based on a two-component Pauli-like equation and incorporates quantum, spin, and relativistic effects up to second order in 1/c. Using a Lagrangian approach, we obtain the self-consistent charge and current densities that act as sources in the Maxwell equations. A physical interpretation is provided for the second-order corrections to the sources. The Maxwell equations are also expanded to the same order. The resulting self-consistent model constitutes a suitable semirelativistic approximation to the full Dirac-Maxwell equations
The mean field approximation is used to investigate the general features of the dynamics of a two-le...
A semirelativistic formulation of light-matter interaction is derived using the so called propagatio...
Conceptual analogies among statistical mechanics and classical (or quan-tum) mechanics often appeare...
We demonstrate the equivalence between (i) the semirelativistic limit (up to second order in the inv...
We present a self-consistent mean-field model based on a two-component Pauli-like equation that inco...
We develop a semirelativistic quantum fluid theory based on the expansion of the Dirac Hamiltonian t...
In this work we discuss relativistic corrections for the description of charge carriers in a quantum...
We model mutually interacting electrons in a one-dimensional quantum well by using the lowest mean-f...
We study the Dirac equation with slowly varying external potentials. Using matrix-valued Wigner func...
Schrödinger-Pauli (SP) theory is a description of electrons in the presence of a static electromagne...
The Schrödinger-Pauli (SP) theory of electrons in an electromagnetic field explicitly accounts for t...
We study a mean-field relativistic model which is able to describe both the behavior of finitely man...
The time-dependent Dirac equation is solved numerically on a space-time grid for an atom in a strong...
A non-Markovian theory of dissipative many-electron systems in the presence of arbitrary coherent fi...
In this paper we derive the relativistic two-component formulation of time-dependent current-density...
The mean field approximation is used to investigate the general features of the dynamics of a two-le...
A semirelativistic formulation of light-matter interaction is derived using the so called propagatio...
Conceptual analogies among statistical mechanics and classical (or quan-tum) mechanics often appeare...
We demonstrate the equivalence between (i) the semirelativistic limit (up to second order in the inv...
We present a self-consistent mean-field model based on a two-component Pauli-like equation that inco...
We develop a semirelativistic quantum fluid theory based on the expansion of the Dirac Hamiltonian t...
In this work we discuss relativistic corrections for the description of charge carriers in a quantum...
We model mutually interacting electrons in a one-dimensional quantum well by using the lowest mean-f...
We study the Dirac equation with slowly varying external potentials. Using matrix-valued Wigner func...
Schrödinger-Pauli (SP) theory is a description of electrons in the presence of a static electromagne...
The Schrödinger-Pauli (SP) theory of electrons in an electromagnetic field explicitly accounts for t...
We study a mean-field relativistic model which is able to describe both the behavior of finitely man...
The time-dependent Dirac equation is solved numerically on a space-time grid for an atom in a strong...
A non-Markovian theory of dissipative many-electron systems in the presence of arbitrary coherent fi...
In this paper we derive the relativistic two-component formulation of time-dependent current-density...
The mean field approximation is used to investigate the general features of the dynamics of a two-le...
A semirelativistic formulation of light-matter interaction is derived using the so called propagatio...
Conceptual analogies among statistical mechanics and classical (or quan-tum) mechanics often appeare...