H. Mártin

发表

Enhanced light emission in Si-nanoclusters arrays

H. Roman, K. Mazzitello, H. Mártin, 2006 .

Electrically driven light emission from an array of Si nanoclusters

H. Roman, C. Aldao, K. Mazzitello, 2004 .

DIMER CHAIN PATTERNS DURING SUBMONOLAYER GROWTH OF SILICON ON SI(100)

C. Aldao, J. H. Weaver, Y. Gong, 1998 .

A steady-state approach to determine diffusion coefficients : the migration of silicon on the Si(100) surface

C. Aldao, J. Iguain, H. Mártin, 1996 .

Anomalous diffusion with log-periodic modulation in a selected time interval.

J. Iguain, H. Mártin, L. Padilla, 2010, Physical review. E, Statistical, nonlinear, and soft matter physics.

Quantum diffusion on a cyclic one-dimensional lattice.

D. Goyeneche, A. de la Torre, H. Mártin, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

Two dimensional versus one dimensional behavior for biased diffusion and aggregation in a network of channels

M. Hoyuelos, H. Mártin, V. Barlett, 2010 .

Distinguishing identical particles and the correct counting of states

A. D. L. Torre, H. Mártin, 2009 .

Identical particles are indistinguishable but..

A. D. L. Torre, H. Mártin, 2008, 0808.3083.

Renormalization group specific heat and magnetization of the Ising ferromagnet in cubic and hypercubic lattices

C. Tsallis, H. Mártin, 1981 .

Partially directed site percolation on the square and triangular lattices

J. Vannimenus, H. Mártin, 1985 .

Drift velocity in the necklace model for reptation in a two-dimensional square lattice

C. Aldao, H. Mártin, G. Terranova, 2009 .

Effects of length fluctuations on the viscosity exponent in the necklace model

C. Aldao, H. Mártin, G. Terranova, 2009 .

Discretized model for diffusion of a chain in one dimension.

C. Aldao, S. Guidoni, H. Mártin, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

Anomalous viscosity exponent in a discretized model for a chain diffusion in one dimension

C. Aldao, S. Guidoni, H. Mártin, 2002 .

Percolation of interacting particles deposited onto a planar substrate

E. Albano, H. Mártin, 1987 .

Diffusion of chains in a periodic potential

C. Aldao, H. Mártin, G. Terranova, 2017 .

Mean-field approach for diffusion of interacting particles.

M. Hoyuelos, H. Mártin, G. Suárez, 2015, Physical review. E, Statistical, nonlinear, and soft matter physics.

Effects of probability of reaction on annihilation reactions in one dimension

L. Braunstein, H. Roman, M. Grynberg, 1992 .

The growth of one-dimensional islands in two dimensions: Effects of anisotropic diffusion and island sizes on the island density exponent

K. Mazzitello, J. Iguain, H. Mártin, 1999 .

Renormalisation-group specific heat of the square-lattice Potts ferromagnet

C. Tsallis, H. Mártin, 1983 .

Renormalization group calculation for cells with inequivalent spins

H. Falomir, H. Mártin, 1979 .

Critical behaviour of a (1+1) dimensional Potts model with ferromagnetic and antiferromagnetic interactions

Hans Jürgen Herrmann, H. Mártin, 1984 .

Thermal desorption from fractal surfaces

E. Albano, H. Mártin, 1989 .

Percolation with diffusion of particles with attractive interactions

E. Albano, H. Mártin, A. Maltz, 1987 .

The Effect of Particle Diffusion on the Insulator-Conductor Transition in Adsorbed Monolayers

E. Albano, H. Mártin, A. Maltz, 1987 .

Self-dual cluster renormalisation-group approach for the square lattice Ising model: specific heat and magnetisation

C. Tsallis, H. Mártin, 1981 .

Diffusion on two-dimensional percolation clusters with multifractal jump probabilities

E. Albano, H. Mártin, Hector Omar Martin, 1990 .

Growth of islands in two dimensions by irreversible aggregation of particles with a biased diffusion

F. Vázquez, K. Mazzitello, H. Mártin, 2001 .

Morphology phase diagram of a model for diffusion and growth of silicon on Si(100)-(2 × 1)

C. Aldao, J. Iguain, H. Mártin, 1997 .

Study of the steady state of a two-species annihilation process with separated reactants

E. Albano, M. Hoyuelos, H. Mártin, 1995 .

Annihilation and Coagulation Reactions in Low-Dimensional Substrata: Effects of Probability of Reaction and Short Range Interactions†

M. Hoyuelos, H. Mártin, 1996 .

Differences between fixed time step and kinetic Monte Carlo methods for biased diffusion

V. Ruiz Barlett, M. Hoyuelos, H. O. Mártin, 2009, J. Comput. Phys..

Monte Carlo simulation with fixed steplength for diffusion processes in nonhomogeneous media

V. Ruiz Barlett, M. Hoyuelos, H. O. Mártin, 2012, J. Comput. Phys..

Comparison between fixed and Gaussian steplength in Monte Carlo simulations for diffusion processes

V. Ruiz Barlett, M. Hoyuelos, H. O. Mártin, 2011, J. Comput. Phys..

Study of recombination reactions of particles adsorbed on fractal and multifractal substrata

E. Albano, H. Mártin, 1988 .

Anisotropic anomalous diffusion modulated by log-periodic oscillations.

J. Iguain, H. Mártin, L. Padilla, 2012, Physical review. E, Statistical, nonlinear, and soft matter physics.

Log-periodic oscillations for diffusion on self-similar finitely ramified structures.

J. Iguain, H. Mártin, L. Padilla, 2010, Physical review. E, Statistical, nonlinear, and soft matter physics.

A percolation model with disaggregation and aggregation

E. Albano, H. Mártin, 1988 .

On the spreading dimension of percolation and directed percolation clusters

J. Nadal, J. Vannimenus, H. Mártin, 1984 .

Steady state of imperfect annihilation and coagulation reactions

M. Hoyuelos, J. Iguain, H. Mártin, 1995 .

Transport with hard-core interaction in a chain of asymmetric cavities

M. Hoyuelos, H. Mártin, G. Suárez, 2015, 1507.01844.

Biased diffusion with aggregation of particles in a narrow channel

M. Hoyuelos, H. Mártin, V. Barlett, 2008 .