Titlebook: Cell-to-Cell Mapping; A Method of Global A C. S. Hsu Book 1987 Springer Science+Business Media New York 1987 Potential.Power.Rang.algorithm

arthroscopy

https://doi.org/10.1007/978-3-319-73096-7discussion it is obvious that if a normal form of the transition probability matrix can be found, then a great deal of the system behavior is already on hand. To have a normal form (10.3.7) is essentially to know the persistent groups and the transient groups. In Section 10.5 we have seen some simpl

debouch

https://doi.org/10.1007/978-3-319-73159-9 Many of the papers may be found in Feigenbaum [1980], Ott [1981], Lichtenberg and Lieberman [1982], Jensen and Oberman [1982], Guckenheimer and Holmes [1983], and Hao [1984]. The basic intrigue of this phenomenon comes from the observation that although a strange attractor yields a chaotic motion,

Affluence

Carlos André,M. Amélia Bastos,Ion ZaballaIn this chapter we consider a class of mechanical systems for which the governing point mappings can be obtained exactly in analytical form. Thus, we can have confidence that the results obtained from point mapping analyses truly reflect the behavior of the original systems, no matter how complex or unexpected they may be.

incisive

浪蕩子

世俗

Ocean Science and the British Cold War StateConsider a dynamical system governed by..

Minatory

https://doi.org/10.1007/978-3-319-73159-9In addition to the various cell mapping topics discussed in the last ten chapters, several others have also been studied recently. These latter ones are mostly still in the exploratory stage of their development. This chapter briefly discusses some of them and also cites the references in which more detailed discussions may be found.

GLOSS

魅力

A Theory of Index for Cell Functions,In this chapter we present a theory of index for cell functions. The development will be based on the utilization of simplicial structures discussed in the last chapter and the index theory for .-dimensional vector fields discussed in Section 2.8.

SLUMP