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Equilibrium Points in 1D Dynamical Systems by cevol41163 is a document available to read on EtoBox.

Lecture 17 covers 1-dimensional continuous dynamical systems, focusing on equilibrium points and their stability. It introduces the stability criterion based on the derivative of the function F, providing examples of equilibrium points and their classifications as stable or unstable. The lecture also discusses multi-variable dynamical systems, the Jacobian matrix, and important biological models like the Chemostat and SIRS model.

Author

cevol41163

Language

EN