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Chaos in Delay Differential Equations by MDARQUAM is a document available to read on EtoBox.
This document summarizes a research article that analyzes chaos in delay differential equations and applies it to population dynamics models. The article develops a geometric method to detect chaotic dynamics by studying properties of the Poincare operator associated with delay differential equations. It applies this method to a classical predator-prey model with delay and provides sufficient conditions for the presence of chaos. The article combines concepts from topological horseshoes and stretching along
- Author
- MDARQUAM
- Language
- EN