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Walter Enrique Lebrecht Diaz - Pinto

Jornada Completa

Universidad de La Frontera

TEMUCO, Chile

Líneas de Investigación


Percolación discreta y modelos de Ising +/-J

Educación

  •  Profesor de Estado en Física, Universidad de La Frontera. Chile, 1983
  •  Física, Instituto de Verano de Física, Universidad Austral de Chile, Valdivia. Chile, 1992

Experiencia Académica

  •   Jornada Completa Full Time

    Universidad de La Frontera

    Ingeniería y Ciencias

    Chile

    1990 - At present

Experiencia Profesional

  •   Profesor Full Time

    Universidad de La Frontera

    Chile

    1990 - At present


 

Article (31)

Empirical equation for determining critical frontiers of mixed site-bond percolation in Archimedean lattices
Mixed site-bond percolation in Archimedean (3,122) lattices
Empirical formula for site and bond percolation thresholds on Archimedean and 2-uniform lattices
Standard and inverse site percolation of straight rigid rods on triangular lattices: Isotropic and perfectly oriented deposition and removal
+/- J Ising model on Durer lattices
Site trimer percolation on square lattices
Bond dimer percolation on square lattices
Phase Diagram of site-bond in dimers
+/- J Ising model on mixed Archimedean lattices: (3(3),4(2)), (3(2),4,3,4), (3,12(2)), (4,6,12)
Frustration in antiferromagnetic Archimedean lattices
Percolation of dimers on square lattices
Percolation threshold in Kagome and Dice lattices
Site-bond percolation on triangular lattices: Monte Carlo simulation and analytical approach
Umbral de percolación en las redes de kagomé y dice
+/- J Ising model on homogeneous Archimedean lattices
Algoritmo Matemático para Cuantificar Directamente el Ángulo de Convergencia en Preparaciones de Dientes Artificiales
Discreet percolation in tridimensional networks
Mathematical Algorithm to Directly Quantify the Convergence Angle in Tooth Preparations Dyes
Mathematical algorithm to directly quantify the convergence angle in tooth preparations dyes Algoritmo matemático para cuantificar directamente el ángulo de convergencia en preparaciones de dientes artificiales
Bond percolation for homogeneous two-dimensional lattices
Exact percolation thresholds in dual networks
Umbrales de percolación exactos en redes duales
Site percolation thresholds. Asymmetric two-dimensional small cells
Local analysis of frustration based on Kagome lattices
Local frustration in the Archimedian network (3,4,6,4)
+/- J ising model on dice lattices
+/- J Ising model on Archimedean (4,8(2)) lattices
Frustration in Archimedean +/- J lattices
Plaquette distributions for +/- J Ising lattices
Frustration in mixed two-dimensional +/- J Ising lattices
Ising model on mixed two-dimensional lattices
2
Rodolfo Figueroa

UNIVERSIDAD DE LA FRONTERA

Temuco, Chile

3
Eugenio Vogel

Profesor Títular

Ciencias Físicas

UNIVERSIDAD DE LA FRONTERA

Temuco, Chile

2
Mariela González

Assistant Professor

Departamento de Computación e Industrias

Universidad Católica del Maule

Talca, Chile

1
Marco Flores

Profesor Asistente

Odontologia

Universidad de La Frontera

Temuco, Chile

31
Walter Lebrecht

Jornada Completa

Ciencias Físicas

Universidad de La Frontera

TEMUCO, Chile