48 citations · 198 across the 13 of their papers we have counts for
7 papers · 1 filter
Interacting Steps With Finite-Range Interactions: Analytical Approximation and Numerical Results
Diego Felipe Jaramillo, Gabriel Téllez, Diego Luis González +1
We calculate an analytical expression for the terrace-width distribution for an interacting step system with nearest and next nearest neighbor interactions. Our model is der…
Voronoi Cell Patterns: theoretical model and applications
Diego Luis Gonzalez Cabrera, T. L. Einstein
We use a simple fragmentation model to describe the statistical behavior of the Voronoi cell patterns generated by a set of points in 1D and in 2D. In particular, we are interested…
Mean-Field Approximation for Spacing Distribution Functions in Classical Systems
Diego Luis González, Alberto Pimpinelli, T. L. Einstein
We propose a mean-field method to calculate approximately the spacing distribution functions in 1D classical many-particle systems. We compare our method with two othe…
Spacing distribution functions for the one-dimensional point-island model with irreversible attachment
Diego Luis Gonzalez Cabrera, Alberto Pimpinelli, T. L. Einstein
We study the configurational structure of the point-island model for epitaxial growth in one dimension. In particular, we calculate the island gap and capture zone distributions. O…
Crossover Between Organized and Disorganized States In Some Non-Equilibrium Systems
D. L. Gonzalez, G. Tellez
We study numerically the crossover between organized and disorganized states of three non-equilibrium systems: the Poisson/coalesce random walk (PCRW), a one-dimensional spin syste…
Wigner Surmise For Domain Systems
Diego Luis Gonzalez, Gabriel Tellez
In random matrix theory, the spacing distribution functions are well fitted by the Wigner surmise and its generalizations. In this approximation the spacing functions…