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In this paper we study the dynamical solutions of a differential delay equation related to optical bistability. Besides the fundamental solution and the odd harmonic solution, we report different types of solutions found in moderate- and short-time delay regions, which to our knowledge, have not been discussed in earlier publications. In addition, we also study the quasiperiodic motion and the chaotic itinerancy solution of the equation. The phenomena reported in this paper are found to be the general features of delayed feedback optical systems.
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Zhao et al. (1998) studied this question.
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