Add to ORKGPoznańRecent developments in computer simulations of phase transitions in Ising-like systems andthermodynamic behaviour of quantum spin chains are reviewed. A combination of stochasticMonte Carlo as well as deterministic transfer matrix and finite-size diagonalization methodsis described in both fields as regards static properties. Asymptotic analysis and extrapolationtechniques are presented in detail. Some effective-field methods, series expansions, spindynamics simulations and experimental applications are also discussed
Phase transitions and their associated critical phenomena are of fundamental importance and play a c...
Monte Carlo simulations used for representing dynamical physical phenomena are studied in terms of a...
We have developed an efficient algorithm for simulating with computers very large dilute Ising model...
PoznańRecent developments in computer simulations of phase transitions in Ising-like systems andther...
Two methods of simulations are described: an exact one - transfer matrixtechnique and a statistical ...
Monte Carlo simulations are methods for simulating statistical systems. The aim is to generate a rep...
This is the final report of a three-year, Laboratory Directed Research and Development (LDRD) projec...
In this paper, applications of the Monte Carlo technique to estimate the static and dynamic properti...
Phase transitions and critical phenomena in several spin models are studied. These models include a ...
The principle and the efficiency of the Monte Carlo transfer-matrix algorithm are discussed. Enhance...
AbstractThe deterministic quantum transfer-matrix (QTM) technique, its mathematical background, effe...
Because of its complexity, the 3D Ising model has not been given an exact analytic solution so far, ...
A Monte Carlo simulation was implemented for a square Isinglattice of interacting atomic spins to co...
Phase transitions have been an active area of research in statistical mechanics for almost a century...
In this thesis classical disordered spin systems, in particular, the random field Ising model (RFIM)...
Phase transitions and their associated critical phenomena are of fundamental importance and play a c...
Monte Carlo simulations used for representing dynamical physical phenomena are studied in terms of a...
We have developed an efficient algorithm for simulating with computers very large dilute Ising model...
PoznańRecent developments in computer simulations of phase transitions in Ising-like systems andther...
Two methods of simulations are described: an exact one - transfer matrixtechnique and a statistical ...
Monte Carlo simulations are methods for simulating statistical systems. The aim is to generate a rep...
This is the final report of a three-year, Laboratory Directed Research and Development (LDRD) projec...
In this paper, applications of the Monte Carlo technique to estimate the static and dynamic properti...
Phase transitions and critical phenomena in several spin models are studied. These models include a ...
The principle and the efficiency of the Monte Carlo transfer-matrix algorithm are discussed. Enhance...
AbstractThe deterministic quantum transfer-matrix (QTM) technique, its mathematical background, effe...
Because of its complexity, the 3D Ising model has not been given an exact analytic solution so far, ...
A Monte Carlo simulation was implemented for a square Isinglattice of interacting atomic spins to co...
Phase transitions have been an active area of research in statistical mechanics for almost a century...
In this thesis classical disordered spin systems, in particular, the random field Ising model (RFIM)...
Phase transitions and their associated critical phenomena are of fundamental importance and play a c...
Monte Carlo simulations used for representing dynamical physical phenomena are studied in terms of a...
We have developed an efficient algorithm for simulating with computers very large dilute Ising model...