We consider travelling waves in a chain of nonlinear oscillators, linearly
coupled to their nearest neighbors. We show that the "small" solutions are
ruled by a reversible O.D.E. anti, Sor a not too large coupling, we show th
at the "small" solutions constitute a one parameter family of periodic solu
tions, bifurcating from 0. (C) Academie des Sciences/Elsevier, Paris.