Add to ORKGIn this paper,next subjects are discussed. §17.Canonical ensemble in classical statistical mechanics. §18. Thermodynamics in the canonical ensemble. §19.Energy fluctuations in the canonical ensemble
The two existing versions of the fundamental postulate of statistical mechanics (the "traditional" o...
The classical mechanics of indistinguishable particles discussed in I is further developed. The mech...
Abstract Within the theory of statistical ensemble, the so-called $$\mu PT$$ μ P T ensemble describe...
§20.Grand canonical ensemble in classical statistical mechanics. §21. Density fluctuations in the gr...
In this paper, next subjects are discussed. §23.Equivalence of the canonical ensemble and the grand ...
In this paper, next subjects are discussed. §27. Review of the discussions in the previous sections ...
This paper is a companion piece to our previous work [J. Stat. Phys. 119, 1283 (2005)], which introd...
We consider the micro-canonical ensemble of classical Hamiltonian mechanics from a geometric and dyn...
The subject of this thesis lies in the field of many-body theory. This field emerged from the aim to...
This paper shows for a general class of statistical mechanical models that when the microcanonical a...
In this paper, next subjects are discussed. §35. Magnetization and magnetic susceptibility in the ca...
publisher[synopsis] In this paper, we interpret the laws of thermodynamics. The § B1 is a list of so...
In this paper we present a new approach to simulation methods for classical statistical mechanics r...
In regular statistical mechanics, “ln” of the grand canonical partition function is applied to boson...
Grand canonical and canonical ensembles become equivalent in the thermodynamic limit, but when the s...
The two existing versions of the fundamental postulate of statistical mechanics (the "traditional" o...
The classical mechanics of indistinguishable particles discussed in I is further developed. The mech...
Abstract Within the theory of statistical ensemble, the so-called $$\mu PT$$ μ P T ensemble describe...
§20.Grand canonical ensemble in classical statistical mechanics. §21. Density fluctuations in the gr...
In this paper, next subjects are discussed. §23.Equivalence of the canonical ensemble and the grand ...
In this paper, next subjects are discussed. §27. Review of the discussions in the previous sections ...
This paper is a companion piece to our previous work [J. Stat. Phys. 119, 1283 (2005)], which introd...
We consider the micro-canonical ensemble of classical Hamiltonian mechanics from a geometric and dyn...
The subject of this thesis lies in the field of many-body theory. This field emerged from the aim to...
This paper shows for a general class of statistical mechanical models that when the microcanonical a...
In this paper, next subjects are discussed. §35. Magnetization and magnetic susceptibility in the ca...
publisher[synopsis] In this paper, we interpret the laws of thermodynamics. The § B1 is a list of so...
In this paper we present a new approach to simulation methods for classical statistical mechanics r...
In regular statistical mechanics, “ln” of the grand canonical partition function is applied to boson...
Grand canonical and canonical ensembles become equivalent in the thermodynamic limit, but when the s...
The two existing versions of the fundamental postulate of statistical mechanics (the "traditional" o...
The classical mechanics of indistinguishable particles discussed in I is further developed. The mech...
Abstract Within the theory of statistical ensemble, the so-called $$\mu PT$$ μ P T ensemble describe...