Add to ORKGCalculations of the distribution function of systems of finite dimensions with respect to the number of particles in a large canonical ensemble have been carried out under differently assigned boundary conditions for one-dimensional lattice models of adsorption. The nature of the dependence of this function on the dimensions of the system has been discussed
Statistics of distinguishable particles has become relevant in systems of colloidal particles and in...
The rigorous statistical thermodynamics of interacting linear adsorbates (k-mers) on a discrete oned...
We study the adsorption and desorption kinetics of interacting particles moving on a one-dimensional...
Calculations of the distribution function of systems of finite dimensions with respect to the number...
The relationship of the size of finite lattice systems and their distribution functions per particle...
One method to identify a phase transition of the first kind is to study the distribution function of...
From the euclidean form of the partition function for a non-interaction dense Fermi system placed on...
A computer-simulation model is introduced to study the variation in the coverage and porosity in a b...
AbstractWe prove spatial laws of large numbers and central limit theorems for the ultimate number of...
The island size distribution, at thermodynamic equilibrium, of interacting particles in a one-dimens...
Homopolymer adsorption from a dilute solution on an interacting (attractive) surface under static eq...
We analyse the successive binding of two species of particles on a one-dimensional discrete lattice,...
The statistical mechanical theory of adsorption is presented as an expansion about the two-dimension...
We study the thermodynamic limit for a classical system of particles on a lattice and prove the exis...
The adsorption of pairwise interacting particles on fractal surfaces has been studied by grand canon...
Statistics of distinguishable particles has become relevant in systems of colloidal particles and in...
The rigorous statistical thermodynamics of interacting linear adsorbates (k-mers) on a discrete oned...
We study the adsorption and desorption kinetics of interacting particles moving on a one-dimensional...
Calculations of the distribution function of systems of finite dimensions with respect to the number...
The relationship of the size of finite lattice systems and their distribution functions per particle...
One method to identify a phase transition of the first kind is to study the distribution function of...
From the euclidean form of the partition function for a non-interaction dense Fermi system placed on...
A computer-simulation model is introduced to study the variation in the coverage and porosity in a b...
AbstractWe prove spatial laws of large numbers and central limit theorems for the ultimate number of...
The island size distribution, at thermodynamic equilibrium, of interacting particles in a one-dimens...
Homopolymer adsorption from a dilute solution on an interacting (attractive) surface under static eq...
We analyse the successive binding of two species of particles on a one-dimensional discrete lattice,...
The statistical mechanical theory of adsorption is presented as an expansion about the two-dimension...
We study the thermodynamic limit for a classical system of particles on a lattice and prove the exis...
The adsorption of pairwise interacting particles on fractal surfaces has been studied by grand canon...
Statistics of distinguishable particles has become relevant in systems of colloidal particles and in...
The rigorous statistical thermodynamics of interacting linear adsorbates (k-mers) on a discrete oned...
We study the adsorption and desorption kinetics of interacting particles moving on a one-dimensional...