AbstractWe review salient structural and electronic features associated with the concomitant Peierls–charge density wave (CDW) instabilities observed in most one-dimensional (1D) inorganic and organic electronic conductors. First of all, the genesis of these concepts is placed in an historical perspective. We then present basic experimental facts supporting the general description of these 1D electron–phonon coupled systems developed in the 1970s. In this framework we shall consider in particular the role of 1D fluctuations on both lattice and electronic degrees of freedom, and of the inter-chain Coulomb coupling between CDWs in stabilizing in 3D the Peierls transition at finite temperature. We also clarify, in relation with experimental fi...
The exactly solvable model which describes the dynamics of transformation of conduction electrons in...
AbstractThis paper presents a brief introduction to some of the systems and questions concerning one...
International audienceWe discuss the first theory for the depinning of low dimensional, incommensura...
AbstractWe review salient structural and electronic features associated with the concomitant Peierls...
peer reviewedThe charge density wave instability in one-dimensional semimetals is usually explained ...
peer reviewedThe charge density wave instability in one-dimensional semimetals is usually explained ...
The charge density wave instability in one-dimensional semimetals is usually explained through a Pei...
We review the features of the charge density wave (CDW) conductor NbS3 (phase II) and include severa...
International audienceThis article reviews the static and dynamic properties of spontaneous superstr...
On the basis of first-principles DFT calculations the wave-vector and temperature dependencies of th...
On the basis of first-principles DFT calculations the wave-vector and temperature dependencies of th...
Un modèle simple pour un conducteur quasi-unidimensionnel en liaisons fortes est présenté. Les élect...
The exactly solvable model which describes the dynamics of transformation of conduction electrons in...
The exactly solvable model which describes the dynamics of transformation of conduction electrons in...
Formation of charge density waves (CDW) is a symmetry breaking phenomenon found in electronic system...
The exactly solvable model which describes the dynamics of transformation of conduction electrons in...
AbstractThis paper presents a brief introduction to some of the systems and questions concerning one...
International audienceWe discuss the first theory for the depinning of low dimensional, incommensura...
AbstractWe review salient structural and electronic features associated with the concomitant Peierls...
peer reviewedThe charge density wave instability in one-dimensional semimetals is usually explained ...
peer reviewedThe charge density wave instability in one-dimensional semimetals is usually explained ...
The charge density wave instability in one-dimensional semimetals is usually explained through a Pei...
We review the features of the charge density wave (CDW) conductor NbS3 (phase II) and include severa...
International audienceThis article reviews the static and dynamic properties of spontaneous superstr...
On the basis of first-principles DFT calculations the wave-vector and temperature dependencies of th...
On the basis of first-principles DFT calculations the wave-vector and temperature dependencies of th...
Un modèle simple pour un conducteur quasi-unidimensionnel en liaisons fortes est présenté. Les élect...
The exactly solvable model which describes the dynamics of transformation of conduction electrons in...
The exactly solvable model which describes the dynamics of transformation of conduction electrons in...
Formation of charge density waves (CDW) is a symmetry breaking phenomenon found in electronic system...
The exactly solvable model which describes the dynamics of transformation of conduction electrons in...
AbstractThis paper presents a brief introduction to some of the systems and questions concerning one...
International audienceWe discuss the first theory for the depinning of low dimensional, incommensura...