Crossover scaling in the Domany-Kinzel cellular automaton

Abstract

We consider numerically the crossover scaling behavior from the directed percolation universality class to the compact directed percolation universality class within the one-dimensional Domany-Kinzel cellular automaton. Our results are compared to those of a recently performed field theoretical approach. In particular, the value of the crossover exponent phi=2 is confirmed.

accepted for publication in Journal of Statistical Mechanics

References in corpus (1)

• Tricritical directed percolation

Cited by in corpus (5)

• Radial Domany-Kinzel Models with Mutation and Selection
• Probability distribution of the order parameter in the directed percolation universality class
• A supercritical series analysis for the generalized contact process with diffusion
• Crossover from dynamical percolation class to directed percolation class on a two dimensional lattice
• IPS/Zeta Correspondence for the Domany-Kinzel model