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Lattice closures of polyhedra.
Given P ⊂ Rn, a mixed-integer set PI = P ∩ (Zt × Rn−t ), and a k-tuple of n_x005F_x0002_dimensional integral vectors (π1,...,πk ) where the last n − t entries of each vector is zero, we consider the relaxation of PI obtained ...
Lattice closures of polyhedra.
Given P ⊂ Rn, a mixed-integer set PI = P ∩ (Zt × Rn−t ), and a k-tuple of ndimensional integral vectors (π1,...,πk ) where the last n − t entries of each vector is zero, we consider the relaxation of PI obtained by taking ...
Surface diffusion of k-mers in one-dimensional systems
(Elsevier Science, 2007-01-15)
The surface diffusion of interacting k-mers is studied both through analytical and Monte Carlo simulation methods in one-dimensional systems. Adsorption isotherms, jump diffusion coefficients and collective diffusion ...
Universality class of interacting k-mers in a two-dimensional lattice system
(American Physical Society, 2005-07-15)
Monte Carlo simulations and finite-size scaling analysis have been carried out to study the critical behavior in a submonolayer two-dimensional gas of repulsive linear k-mers on a square lattice at half coverage. A (2k×2) ...
Multi-Dimensional Clustering of Roles in the NBA
(ITESO, 2021)
Multi-Dimensional Clustering of Roles in the NBA
(ITESO, 2021-05)
Multi-Dimensional Clustering of Roles in the NBA
(ITESO, 2021-05)
Testing the resolving power of two-dimensional K+K+ interferometry
(1998-11-01)
We show results from an analysis performed to test the resolving power of a two-dimensional χ2 method proposed previously when applied to the case of kaon interferometry, where no significant contribution from long-lived ...
Testing the resolving power of two-dimensional K+K+ interferometry
(1998-11-01)
We show results from an analysis performed to test the resolving power of a two-dimensional χ2 method proposed previously when applied to the case of kaon interferometry, where no significant contribution from long-lived ...
GNM-NIPALS: general nonmetric-nonlinear estimation by iterative partial least squaresGNM-NIPALS: Estimación general no métrica y no lineal por mínimos cuadrados parciales iterativos
(Universidad de Costa Rica, Centro de Investigación en Matemática Pura y Aplicada (CIMPA), 2014)