Numerical evidence is presented for period doubling and chaos at attainable laser powers in a model for optical tristability comprising two ring-cavity modes coupled via a J=1/2 to J=1/2 transition. A sequence of periodic windows found embedded in the chaos for this model has also been found in the Lorenz equations. It is suggested that it begins an infinite sequence of a new period-doubling type.
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Carmichael et al. (1983) studied this question.
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