The nonlinear dynamics of the interface between two layers of organic
semiconductors is discussed for the case of the Fermi resonance, which
occurs when the energy homega(c)BAR of excitation on one side of the
interface is approximately equal to 2homega(b)BAR, where homega(b)BAR
is the excitation energy on the other side. The Fermi resonance intera
ction across the interface gives rise to nonlinear plane waves, which
propagate along the interface, and also to 2D solitons which are local
ized at the interface.