In low-dimensional systems, indistinguishable particles can display statistics that interpolate
between bosons and fermions. Signatures of these “anyons” have been detected in two …

We derive anomalous equations of state for nonrelativistic 2D complex bosonic fields with
contact interactions, using Fujikawa's path-integral approach to anomalies and scaling …

We study the thermodynamical properties of an ideal gas of non-Abelian Chern–Simons
particles and we compute the second virial coefficient, considering the effect of general soft …

We study the statistical mechanics of a two-dimensional Bose gas with a repulsive delta-
function interaction, using a mean-field approximation. By a direct counting of states we …

A particularly simple relation of proportionality between internal energy and pressure holds
for scale-invariant thermodynamic systems (with Hamiltonians homogeneous functions of …

We consider scattering state contributions to the partition function of a two-dimensional (2D)
plasma in addition to the bound-state sum. A partition function continuity requirement is used …

Thermodynamics was developed at the dawn of the industrial revolution to understand and
optimize the new disruptive technology of the time, the steam engine. Emerging quantum …

We briefly explain the notion of exclusion statistics and, in particular, discuss the concept of
an ideal exclusion statistics gas. We then review recent work where it is demonstrated that a …

It is shown that Bose–Einstein condensation occurs for an ideal gas in two spatial
dimensions in the presence of one impurity which is described quantum mechanically in …

We calculate the second virial coefficient of anyons whose wave function does not vanish at
coincidence points. This kind of anyons appear naturally when one generalizes the hard …