Random Boolean networks

B. Derrida, Y. Pomeau, Random networks of automata: a simple annealed approximation, Europhys. Lett. 1, 45-49 (1986) [pdf]

B. Derrida, G. Weisbuch, Evolution of overlaps between configurations in random Boolean networks, J. Physique 47, 1297-1303 (1986) [pdf]

B. Derrida, D. Stauffer, Phase transitions in two dimensional Kauffman cellular automata Europhys. Lett. 2, 739-745 (1986) [pdf]

B. Derrida, H. Flyvbjerg, Multivalley structure in Kauffman's model: analogy with spin glasses J. Phys. A19, L1003-L1008 (1986) [pdf]

B. Derrida, Phase transitions in random networks of automata p 611-626 in Chance and Matter Les Houches 1986 eds J. Souletie, J. Vannimenus, R. Stora 1987 (North Holland)

B. Derrida, H. Flyvbjerg, The random map model: a disordered model with deterministic dynamics J. Physique 48, 971-978 (1987) [pdf]

B. Derrida, H. Flyvbjerg, Statistical properties of randomly broken objects and of multivalley structures in disordered systems J. Phys. A20, 5273-5288 (1987) [pdf]

B. Derrida, Dynamical phase transition in non-symmetric spin glasses J. Phys. A20, L721-L725 (1987) [pdf]

B. Derrida, G. Weisbuch, Dynamical phase transitions in 3 dimensional spin glasses Europhys. Lett. 4, 657-662 (1987) [pdf]

B. Derrida, H. Flyvbjerg, Distribution of local magnetisations in random networks of automata J. Phys. A20, L1107-L1112 (1987) [pdf]

B. Derrida and D. Bessis, Statistical properties of valleys in the annealed random map model J. Phys. A 21, L509-L519 (1988) [pdf]

A.U. Neumann, B. Derrida, G. Weisbuch, Domains and distances in magnetic systems Complex Systems 2, 485-499 (1988)

A.U. Neumann, B. Derrida, Finite size scaling study of dynamical phase transitions in two dimensional models: ferromagnet, symmetric and non-symmetric spin glasses J. Physique 49, 1647-1656 (1988) [pdf]

O. Golinelli, B. Derrida, Barrier heights in the Kauffman model J. Physique 50, 1587-1602 (1989) [pdf]

P.L. Krapivsky, B. Derrida, Universal properties of growing networks Physica A 340, 714-724 (2004) cond-mat/0408161 [pdf]