Titlebook: Chaotic Transport in Dynamical Systems; Stephen Wiggins Book 1992 Springer-Verlag New York 1992 dynamical systems.dynamics.fluid mechanics

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https://doi.org/10.1007/978-981-10-2561-7ely defined shortly). In generalizing the time dependence of the vector fields from the periodic case many new difficulties arise, both conceptual and technical. We now want to examine these difficulties in the context of a general discussion of the construction of discrete time maps from the trajec

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Mihai A. T. Sanduleanu,A. J. M. Tuijlsuch as cantori and segments of stable and unstable manifolds of periodic orbits of two-dimensional, area-preserving maps. They proposed a model for transport which requires certain assumptions on the underlying dynamics that result in a description of transport as a Markov process. In this chapter

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Markov Models,eveloped by Rom-Kedar and Wiggins and described in Chapter 2. The material in this chapter is derived from joint work with Rom-Kedar (see Rom-Kedar and Wiggins [1990]) and Camassa (see Camassa and Wiggins [1991]).

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