SOC

1
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Self-organized criticality and fractal growth.
Phys. Rev. A, 41(12):7049-7052, 1990.

2
F. Bagnoli, P. Palmerini, and R. Rechtman.
Algorithmic mapping from criticality to self-organized criticality.
Physical Review E, 55(4):3970-3976, 1997.

3
P. Bak, C. Tang, and K. Wiesenfeld.
Self-organized criticality.
Phys. Rev. A, 38(1):364-374, 1988.

4
W. Bauer and S. Pratt.
Word processors with line wrap: Cascading, self-organized criticality, random walks, diffusion, and predictability.
Physical Review E, 54(2):R1009-R1012, 1996.

5
E. Goles and M. Margenstern.
Sand pile as a universal computer.
Int. J. of Modern Physics C, 7(2):113-122, 1996.

6
D.A. Head and G.J. Rogers.
Crossover to self-organized criticality in an inertial sandpile model.
Physical Review E, 55(3):2573-2579, 1997.

7
E.V. Ivashkevich96.
Critical behavior of the sandpile model as a self-organized process.
Phys. Rev. Let., 76(18):3368-3371, 1996.

8
I.M. Janosi and A. Czirok.
Fractal clusters and self-organized criticality.
Fractals, 1(2):153-168, 1994.

9
H.J. Jensen.
Self-Organized Criticality.
Cambridge University Press, 1998.

10
S.H. Liu, T. Kaplan, and L.J. Gray.
Geometry and dynamics of deterministic sand piles.
Phys. Rev. A, 42(6):3207-3212, 1990.

11
S. Lubeck, B. Tadic, and K.D. Usadel.
Nonequilibrium phase transition and self-organized criticality in a sandpile model with stochastic dynamics.
Physical Review E, 53(3):2182-2189, 1996.

12
H. Nakanishi and K. Sneppen.
Universal versus drive-dependent exponents for sandpile models.
Physical Review E, 55(4):4012-4016, 1997.

13
Z. Olami, H.J.S. Feder, and K. Christensen.
Self-organized criticality in a continuous, nonconservative cellular automaton modeling earthquakes.
Physical Review Letters, 68(8):1244-1247, 1992.

14
O. Pla, F. Guinea, and E. Louis.
Self-organized criticality in laplacian growth.
Phys. Rev. A, 42(10):6270-6273, 1990.

15
O. Pla, F. Guinea, and E. Louis.
Self organized criticality in simple growth models.
In J.M. Garcia-Ruiz, E. Louis, P. Meakin, and L.M. Sander, editors, Growth Patterns in Physical Sciences and Biology, pages 213-219, New York, 1993. Plenum Press.



SCS: P.M.A. Sloot
2000-04-26