This book is about spin systems as models for magnetic materials, especially antiferromagnetic lattices. Spin-systems are well-defined models, for which, in special cases, exact properties may be derived. These special cases are for the greater part, one- dimensional and restricted in their applicability, but they may give insight into general properties that also exist in higher dimension. This work pays special attention to qualitative differences between spin lattices of different dimensions. It also replaces the traditional picture of an (ordered) antiferromagnetic state of a Heisenberg s
We formulate a new geometrical string on the euclidean lattice. It is possible to find such spin sys...
International audienceElastic modeling of spin-crossover materials has boomed remarkably these last ...
In their 1978 paper, Dyson, Lieb, and Simon (DLS) proved the existence of Ne'el order at po...
This book is a self-contained advanced textbook on the mathematical-physical aspects of quantum many...
The aim of the work is to find and investigate the new integrated hamilton systems and quantum spin ...
There are several interacting spin systems which have a gap in their spin excitation spectra. The ga...
The main topic of this lecture series are diordered mean field spin systems. This first section will...
We study the dynamics of multi-spin systems with energy dissipation with the Heisenberg model for an...
In this thesis we present the results of calculations of the properties of quantum spin systems. Th...
In view of the variety of low-temperature magnetic properties reported recently for kagome lattices ...
International audienceElastic modeling of spin-crossover materials has boomed remarkably these last ...
none3We review here some general properties of antiferromagnetic Heisenberg spin chains, emphasizing...
International audienceElastic modeling of spin-crossover materials has boomed remarkably these last ...
We study 1-dimension (1-d) and 2-dimensional (2-d) quantum anti-ferromagnets. Following AKLT's theor...
We present a systematic derivation of effective lattice spin Hamiltonians derived from a rotationall...
We formulate a new geometrical string on the euclidean lattice. It is possible to find such spin sys...
International audienceElastic modeling of spin-crossover materials has boomed remarkably these last ...
In their 1978 paper, Dyson, Lieb, and Simon (DLS) proved the existence of Ne'el order at po...
This book is a self-contained advanced textbook on the mathematical-physical aspects of quantum many...
The aim of the work is to find and investigate the new integrated hamilton systems and quantum spin ...
There are several interacting spin systems which have a gap in their spin excitation spectra. The ga...
The main topic of this lecture series are diordered mean field spin systems. This first section will...
We study the dynamics of multi-spin systems with energy dissipation with the Heisenberg model for an...
In this thesis we present the results of calculations of the properties of quantum spin systems. Th...
In view of the variety of low-temperature magnetic properties reported recently for kagome lattices ...
International audienceElastic modeling of spin-crossover materials has boomed remarkably these last ...
none3We review here some general properties of antiferromagnetic Heisenberg spin chains, emphasizing...
International audienceElastic modeling of spin-crossover materials has boomed remarkably these last ...
We study 1-dimension (1-d) and 2-dimensional (2-d) quantum anti-ferromagnets. Following AKLT's theor...
We present a systematic derivation of effective lattice spin Hamiltonians derived from a rotationall...
We formulate a new geometrical string on the euclidean lattice. It is possible to find such spin sys...
International audienceElastic modeling of spin-crossover materials has boomed remarkably these last ...
In their 1978 paper, Dyson, Lieb, and Simon (DLS) proved the existence of Ne'el order at po...