Chaos in phase-conjugate resonators as a multimodal mapping
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An optical phase-conjugate resonator, realized by a Kerr-like phase conjugator, and represented by a two-dimensional slowly varying envelope plane-wave model is driven to chaos using two laser pumps in standard four-wave mixing geometry. The relevant slowly varying envelope wave equations are reduced to a one-dimensional map for intracavity intensity and a quasi-periodic hop for its phase. One-dimensional multimodal Bessel mappings arising in this analysis are considered using elementary symbolic dynamic methods. © 1990 Chapman and Hall Ltd.
author list (cited authors)
Belić, M. R., & Stojkov, P.