Add to ORKGThe semiclassical approximation for electron wave-packets in crystals leads to equations which can be derived from a Lagrangian or, under suitable regularity conditions, in a Hamiltonian framework. In the plane, these issues are studied using the method of the coadjoint orbit applied to the enlarged Galilei group
The first half of this thesis introduces the time-dependent W.K.B. approximation of quantum mechanic...
Recent results on the semiclassical dynamics of an electron in a solid are explained using technique...
This thesis consists of three parts with five chapters. All results presented in this thesis are wit...
By formally diagonalizing with accuracy $\hbar$ the Hamiltonian of electrons in a crystal subject to...
Electrons moving in a tilted periodic potential perform a periodic motion, known as Bloch oscillatio...
Abstract. The paper gives a symplectic-geometric account of semiclassical Gaussian wave packet dynam...
We investigate the semiclassical Kepler/Coulomb problem using the classical constants of the motion ...
We consider a model of an electron in a crystal moving under the influence of an external electric f...
We consider an electron moving in a periodic potential and subject to an additional slowly varying e...
Wave-packet dynamics is a semiclassical theory which works in the classical limit and includes quan...
Molecular wave packets generated by Gaussian optical pulses are discussed in the present paper. The ...
In this letter we give a systematic derivation and justification of the semiclassical model for the ...
We review some recent results obtained for the time evolution of wave packets for systems of equatio...
The nearby orbit method is a powerful tool for constructing semi-classical solutions of Schrodinger&...
Semiclassical wave packets for electrons in crystals, subject to an external electromagnetic field,...
The first half of this thesis introduces the time-dependent W.K.B. approximation of quantum mechanic...
Recent results on the semiclassical dynamics of an electron in a solid are explained using technique...
This thesis consists of three parts with five chapters. All results presented in this thesis are wit...
By formally diagonalizing with accuracy $\hbar$ the Hamiltonian of electrons in a crystal subject to...
Electrons moving in a tilted periodic potential perform a periodic motion, known as Bloch oscillatio...
Abstract. The paper gives a symplectic-geometric account of semiclassical Gaussian wave packet dynam...
We investigate the semiclassical Kepler/Coulomb problem using the classical constants of the motion ...
We consider a model of an electron in a crystal moving under the influence of an external electric f...
We consider an electron moving in a periodic potential and subject to an additional slowly varying e...
Wave-packet dynamics is a semiclassical theory which works in the classical limit and includes quan...
Molecular wave packets generated by Gaussian optical pulses are discussed in the present paper. The ...
In this letter we give a systematic derivation and justification of the semiclassical model for the ...
We review some recent results obtained for the time evolution of wave packets for systems of equatio...
The nearby orbit method is a powerful tool for constructing semi-classical solutions of Schrodinger&...
Semiclassical wave packets for electrons in crystals, subject to an external electromagnetic field,...
The first half of this thesis introduces the time-dependent W.K.B. approximation of quantum mechanic...
Recent results on the semiclassical dynamics of an electron in a solid are explained using technique...
This thesis consists of three parts with five chapters. All results presented in this thesis are wit...