Starting from determinants at finite temperature obeying an intermediate boundary condition between the periodic (bosonic) and antiperiodic (fermionic) cases, we find results which can be mapped onto the ones obtained from anyons for the second virial coefficient. Using this approach, we calculate the corresponding higher virial coefficients and compare them with the results known in the literature
Using a high temperature virial expansion, we present a controllable study of the thermodynamics of ...
This thesis is dedicated to the study of anyons gases in the limit of largenumber of particles. We d...
3We determine and study the statistical interparticle potential of an ideal system of non-Abelian Ch...
In this work we study the recently developed parametrized partition function formulation and show ho...
The idea that a system obeying interpolating statistics can be described by a deformed oscillator al...
In this work the fractional statistics is applied to an anyon gas in graphene to obtain the special ...
We study the thermodynamical properties of an ideal gas of non-Abelian Chern-Simons particles and we...
Journal ArticleWe derive the occupation-number distribution in a generalized ideal gas of particles ...
Using a leading-order semiclassical approximation, we calculate the third- A nd fourth-order virial ...
The second virial coefficient $B_{2}^{nc}(T)$ for non-interacting particles moving in a two-dimensio...
In the paper, two-parametric models of fractional statistics are proposed in order to determine the ...
Using complex stochastic quantization, we implement a particle-number projection technique on the pa...
The generalized quantal distribution functions are investigated concerning systems of non-interactin...
We discuss recent results on the relation between the strongly interacting one-dimensional Bose gas ...
In this study, we pursue an original idea about whether unique deformed particle algebra could effec...
Using a high temperature virial expansion, we present a controllable study of the thermodynamics of ...
This thesis is dedicated to the study of anyons gases in the limit of largenumber of particles. We d...
3We determine and study the statistical interparticle potential of an ideal system of non-Abelian Ch...
In this work we study the recently developed parametrized partition function formulation and show ho...
The idea that a system obeying interpolating statistics can be described by a deformed oscillator al...
In this work the fractional statistics is applied to an anyon gas in graphene to obtain the special ...
We study the thermodynamical properties of an ideal gas of non-Abelian Chern-Simons particles and we...
Journal ArticleWe derive the occupation-number distribution in a generalized ideal gas of particles ...
Using a leading-order semiclassical approximation, we calculate the third- A nd fourth-order virial ...
The second virial coefficient $B_{2}^{nc}(T)$ for non-interacting particles moving in a two-dimensio...
In the paper, two-parametric models of fractional statistics are proposed in order to determine the ...
Using complex stochastic quantization, we implement a particle-number projection technique on the pa...
The generalized quantal distribution functions are investigated concerning systems of non-interactin...
We discuss recent results on the relation between the strongly interacting one-dimensional Bose gas ...
In this study, we pursue an original idea about whether unique deformed particle algebra could effec...
Using a high temperature virial expansion, we present a controllable study of the thermodynamics of ...
This thesis is dedicated to the study of anyons gases in the limit of largenumber of particles. We d...
3We determine and study the statistical interparticle potential of an ideal system of non-Abelian Ch...