Statistics of chaos in delay-differential and difference equations

M. LEBERRE; E. RESSAYRE; A. TALLET; Y. POMEAU

International Quantum Electronics Conference
OSA Technical Digest (Optica Publishing Group, 1986),
paper THLL6

Statistics of chaos in delay-differential and difference equations

M. LEBERRE, E. RESSAYRE, A. TALLET, and Y. POMEAU

International Quantum Electronics Conference 1986

San Francisco, California United States
9–13 June 1986
ISBN: 0-936659-11-4

From the session
Nonlinear Dynamics, Statistics, and Chaos (THLL)

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M. LEBERRE, E. RESSAYRE, A. TALLET, and Y. POMEAU, "Statistics of chaos in delay-differential and difference equations," in International Quantum Electronics Conference, M. Richardson, C. Tang, D. Grischkowsky, and T. Hansch, eds., OSA Technical Digest (Optica Publishing Group, 1986), paper THLL6.

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Abstract

It was already pointed out that the route to chaos¹ as well as the behavior of fully developed chaos^1-3 in dynamical systems described by a delay-differential equation.

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