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ALEX HANSEN


Statistical physics,  complex systems, fluid mechanics, solid mechanics,
flow in porous media, fracture and breakdown phenomena.

Personal home page: http://folk.ntnu.no/alexh




JOAN ADLER

Atomistic Simulations and Visualizations,
Computational Statistical Physics,
Series Expansions,  Percolation,
Computational Physics Education

Current member of Editorial Board of CiCP
and Specialist Editor of Computer Physics Communications

DAVID LANDAU

My research interests include developing new computer simulation 
algorithms and performing large scale simulations of soft and hard 
condensed matter systems.  We have used "traditional" as well as 
generalized ensemble Monte Carlo methods and have devised the algorithm 
now known in the community as Wang-Landau sampling.  These Monte Carlo 
methods have been used to examine both static and kinetic behavior of a 
variety of models undergoing phase transitions with an emphasis on 
critical and multicritical behavior.  We have also examined models for 
binary alloys, for film growth, for critical wetting, and for soil 
mechanics.  Most recently we have been simulating single chain polymer 
and protein models to elucidate generic behavior as they collapse or 
fold.  Spin dynamics methods have been developed and used to study true 
dynamics in magnetic solids including magnetic nanostructures.

As founding Director of the Center for Simulational Physics at the U. of 
Georgia, I have organized an annual Workshop series that begins its 2nd 
quarter century in 2013.  I have developed and regularly teach three 
courses in computational physics:  An undergraduate course on 
computational physics, a graduate course on Monte Carlo methods, and a 
separate graduate course on molecular dynamics methods.  I am a 
Principal Editor for /Computer Physics Communications/, an Associate 
Editor for the /International Journal of Modern Physics C/, a member of 
the Editorial Board for /Computing in Science and Engineering/ and for 
the /Journal of Statistical Mechanics:  Theory and Experiment/.

NITHAYA CHETTY

My personal research interests: Computational solid state physics using 
density functional techniques, Computational Statistical Physics and
Computational Physics Education Research.


RONALD DICKMAN

My principal areas of research are statistical physics, polymer physics,
 theory of liquids, phase transitions, critical phenomena, far-from-
 equilibrium systems, and stochastic processes.  I employ a variety of
 theoretical and computational techniques, including cluster approx-
 imations, Monte Carlo simulations, series expansions, and numerical
 analysis of master equations and stochastic partial differential
 equations.

 I regularly teach Computational Methods, Hydrodynamics, and Physics
 of Climate for undergraduates, and Simulation Methods, Phase
 Transitions, and Statistical Mechanics for our graduate students.
 The latter course always includes two simulation projects.

 I have been an Associate Editor at Physical Review for the last five
 years.



 dickman@fisica.ufmg.br

 Departamento de Fםsica, ICEx
 Universidade Federal de Minas Gerais, and
 National Institute of Science and Technology for Complex Systems
 Caixa Postal 702, 30161-970
 Belo Horizonte, Minas Gerais
 Brazil


GIOVANNI CICCOTTI



 

 https://abaddon.phys.uniroma1.it/index.php/group-members/gciccotti

 

 where there is a short statement about activity. Further to that, in 

 

 https://abaddon.phys.uniroma1.it/index.php/research

 

 there is also a kind of a poster indicating my main recent research themes.

JOAQUIN MARRO

• Statistical Physics of Condensed Matter: theory of phase transitions and
critical phenomena, nonequilibrium steady states, complex systems,
cooperative behaviour, stochastic processes.
• Computational Physics: Monte Carlo and Molecular Dynamics, numerical
analysis, modelling and simulation of systems and processes.
• Kinetic theory: kinetic and master equations, correlation functions,
integral equations, fluids.
• Key Words: statistical mechanics, solid state physics (cooperative
properties), magnetism, lattice models, disordered and impure systems,
complex systems, reaction-diffusion systems, fast ionic conductors, alloys,
neural networks.
See details at http://ergodic.ugr.es/jmarro/