For a generalized KPZ equation with competing local and nonlocal nonlinearities, mode-coupling theory predicts a rough phase with nonuniversal exponents and a crumpled phase with short-range order.
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Rough or crumpled: Strong coupling phases of a generalized Kardar-Parisi-Zhang surface
For a generalized KPZ equation with competing local and nonlocal nonlinearities, mode-coupling theory predicts a rough phase with nonuniversal exponents and a crumpled phase with short-range order.