Systems whose components interact each other trough a long-range potential (like Coulomb interaction in charged particles or the gravitational
one) are a big challenge for their statistical mechanics description. No equivalence among ensembles and negative specific heats are some of the
anomalous behaviours of these kinds of systems. Currently we are working on undestand their statistical mechanics description. On the other hand,
thermodynamics and dynamics of multivalent, highly associant electrolytes, are whitin our interest. Some applications of these models to the design of
better protocols for the management of nuclear waste are also whitin our goals.
The study of different statistical mechanics systems under the effect of an external field (confinement, gravity, electromagnetic) is carry out trough
different techniques of classical functional density theory.