Critical Dynamics of Nonconserved Ising-Like SystemsPhysical Review Letters (1994)
We show that the dynamical fixed point of Ising-like models, characterized by a single scalar, nonconserved ordering field, is stable near four dimensions with respect to all dynamic perturbations, including those of a nonequilibrium nature.
Publication DateDecember 19, 1994
Citation InformationK. E. Bassler and Beate Schmittmann. "Critical Dynamics of Nonconserved Ising-Like Systems" Physical Review Letters Vol. 73 (1994)
Available at: http://works.bepress.com/beate_schmittmann/24/