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Preface. Chapter 1. Introduction.
Science and reproducibility. Chaos.
Studies of chaos on agricultural systems.
Summary of t he book.
Chapter 2. Deterministic Chaos.< /STRONG>
Concepts of deterministic chaos.
Deter ministic dynamical system.
May’s deterministic chaos.
Complexity produced by simplicity.
Return map.
Period doubling route to chaos.
Bifurcation diagra m.
Feigenbaum number. Discrete dynamical systems .
One-dimensional discrete system.
Malthusian gr owth model.
Logistic growth model.
Self-similari ty of the bifurcation structure. Other one-dimensional discre te dynamical systems. Two-dimensional discrete dynamical syst em.
Competition between two species.
Prey-predat or relationship.
Continuous dynamical systems.
Chaos of Lorenz System.
Lorenz equation.
Lorenz
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Preface. Chapter 1. Introduction.
Science and reproducibility. Chaos.
Studies of chaos on agricultural systems.
Summary of t he book.
Chapter 2. Deterministic Chaos.< /STRONG>
Concepts of deterministic chaos.
Deter ministic dynamical system.
May’s deterministic chaos.
Complexity produced by simplicity.
Return map.
Period doubling route to chaos.
Bifurcation diagra m.
Feigenbaum number. Discrete dynamical systems .
One-dimensional discrete system.
Malthusian gr owth model.
Logistic growth model.
Self-similari ty of the bifurcation structure. Other one-dimensional discre te dynamical systems. Two-dimensional discrete dynamical syst em.
Competition between two species.
Prey-predat or relationship.
Continuous dynamical systems.
Chaos of Lorenz System.
Lorenz equation.
Lorenz