Abstract
The distribution of antiphase boundaries created in an overlayer after quenching from a two-dimensional lattice gas phase is described by Markovian disorder. We show that many types of antiphase boundaries with different widths are possible. This one-dimensional distribution is used to describe the growth of oxygen p(2×1) antiphase domains along the doubly-spaced direction on a W(112) surface after quenching from a disordered, lattice gas state.
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