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Number of items: 10.

Schenk, Klaus and Drossel, Barbara and Clar, Siegfried and Schwabl, Franz (2000):
Finite-size effects in the self-organized critical forest-fire model.
In: The European Physical Journal B, 15 (1), p. 177. ISSN 1434-6028,
[Article]

Clar, Siegfried and Drossel, Barbara and Schwabl, Franz (1999):
Forest fires and other examples of self-organized criticality.
In: Journal of Physics: Condensed Matter, 8 (37), p. 6803. ISSN 09538984,
[Article]

Clar, Siegfried and Drossel, Barbara and Schenk, Klaus and Schwabl, Franz (1999):
Self-organized criticality in forest-fire models.
In: Physica A: Statistical Mechanics and its Applications, 266 (1-4), p. 153. ISSN 03784371,
[Article]

Clar, Siegfried and Drossel, Barbara and Schenk, Klaus and Schwabl, Franz (1997):
Phase transitions in a nonequilibrium percolation model.
In: Physical Review E, 56 (3), p. 2467. ISSN 1063-651X,
[Article]

Clar, Siegfried and Drossel, Barbara and Schwabl, Franz (1995):
Self-Organized Critical and Synchronized States in a Nonequilibrium Percolation Model.
In: Physical Review Letters, 75 (14), p. 2722. ISSN 0031-9007,
[Article]

Drossel, Barbara and Clar, Siegfried and Schwabl, Franz (1994):
Crossover from percolation to self-organized criticality.
In: Phys. Rev. E, 50, pp. R2399-2402. [Article]

Clar, Siegfried and Drossel, Barbara and Schwabl, Franz (1994):
Scaling and universality in the self-organized critical forest-fire model.
In: Acta Physica Slovaca, 44, pp. 291-301. [Article]

Clar, Siegfried and Drossel, Barbara and Schwabl, Franz (1994):
Scaling laws and computer simulation results for the self-organized critical forest-fire model.
In: Phys. Rev. E, 50, pp. 1009-1018. [Article]

Drossel, Barbara and Clar, Siegfried and Schwabl, Franz (1994):
Universality in the one-dimensional self-organized critical forest-fire model.
In: Zeitschrift fuer Naturforschung A, 49, pp. 856-860. [Article]

Drossel, Barbara and Clar, Siegfried and Schwabl, Franz (1993):
Exact results for the one-dimensional self-organized critical forest-fire model.
In: Phys. Rev. Lett., 71, pp. 3739-3742. [Article]

This list was generated on Tue Dec 1 00:11:36 2020 CET.