A three dimensional model of point charges, named lattice restricted primitive model (LRPM), is investigated by using the hierachical reference theory of fluids. This approach, which generalizes the momentum renormalization group technique, is shown to capture the physics of the model and provides a quantitative description of the phase diagram. The comparison with recent numerical simulations and with other theoretical approaches is discussed both for the LRPM and for the Blume-Capel model, which can be seen as a screened version of LRPM. The nonuniversal crossover region close to the tricritical point is also discussed
International audienceThe renormalization group (RG) equation in the self-consistent local potential...
Lattice gauge theory was introduced as a method for performing non-perturbative calculations in quan...
Our main focus is on developing non-perturbative lattice renormalization schemes. Key concepts of co...
A three dimensional model of point charges, named lattice restricted primitive model (LRPM), is inve...
The hierarchical reference theory (HRT) of fluids is applied to the three-dimensional Ising model on...
The Hierarchical Reference Theory (HRT) of fluids is a general framework for the description of phas...
The phase behaviour of the restricted primitive model (RPM) is studied us-ing a microscopic approach...
A smooth cutoff formulation of the hierarchical reference theory (HRT) is developed and applied to a...
This thesis describes the development of analytical and computational techniques for systems far fro...
We provide a comprehensive presentation of the Hierarchical Reference Theory (HRT) in the smooth cut...
The phi(4) scalar field theory in three dimensions, prototype for the study of phase transitions, is...
International audienceWe provide a comprehensive presentation of the Hierarchical Reference Theory (...
We study how the formalism of the hierarchical reference theory (HRT) can be extended to inhomogeneo...
Recent Monte Carlo simulations of the critical point of the restricted primitive model for ionic sol...
Lattice models are crucial for studying thermodynamic properties in many physical, biological and ch...
International audienceThe renormalization group (RG) equation in the self-consistent local potential...
Lattice gauge theory was introduced as a method for performing non-perturbative calculations in quan...
Our main focus is on developing non-perturbative lattice renormalization schemes. Key concepts of co...
A three dimensional model of point charges, named lattice restricted primitive model (LRPM), is inve...
The hierarchical reference theory (HRT) of fluids is applied to the three-dimensional Ising model on...
The Hierarchical Reference Theory (HRT) of fluids is a general framework for the description of phas...
The phase behaviour of the restricted primitive model (RPM) is studied us-ing a microscopic approach...
A smooth cutoff formulation of the hierarchical reference theory (HRT) is developed and applied to a...
This thesis describes the development of analytical and computational techniques for systems far fro...
We provide a comprehensive presentation of the Hierarchical Reference Theory (HRT) in the smooth cut...
The phi(4) scalar field theory in three dimensions, prototype for the study of phase transitions, is...
International audienceWe provide a comprehensive presentation of the Hierarchical Reference Theory (...
We study how the formalism of the hierarchical reference theory (HRT) can be extended to inhomogeneo...
Recent Monte Carlo simulations of the critical point of the restricted primitive model for ionic sol...
Lattice models are crucial for studying thermodynamic properties in many physical, biological and ch...
International audienceThe renormalization group (RG) equation in the self-consistent local potential...
Lattice gauge theory was introduced as a method for performing non-perturbative calculations in quan...
Our main focus is on developing non-perturbative lattice renormalization schemes. Key concepts of co...