Dimensionality Studies of a Hybrid Optical Bistable System

B J Hawdon; J O'Gorman; D M Heffernan; D M Heffernan; J G McInerney

doi:10.1364/OBI.1988.WE.15

Optical Bistability
Technical Digest Series (Optica Publishing Group, 1988),
paper WE.15
•https://doi.org/10.1364/OBI.1988.WE.15

Dimensionality Studies of a Hybrid Optical Bistable System

B J Hawdon, J O'Gorman, D M Heffernan, and J G McInerney

Optical Bistability 1988

Aussois France
23–25 March 1988
ISBN:

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Poster Session 2: Instabilities and Chaos (WE)

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B. J. Hawdon, J. O'Gorman, D. M. Heffernan, and J. G. McInerney, "Dimensionality Studies of a Hybrid Optical Bistable System," in Optical Bistability, Technical Digest Series (Optica Publishing Group, 1988), paper WE.15.

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Abstract

Recently there has been a great amount of interest in infinte-dimensional systems for which a delay parameter is defined. Le Berre et al¹-² have shown for several cases that as the delay parameter is increased the Lyapunov dimension (D_L) of the associated chaotic attractors increases roughly linearly, and by extrapolation make the conjecture that D_L would be infinite at the adiabatic limit.

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