This short talk by Andreas Morr from the Technical University of Munich (TUM) explores different resilience concepts in bifurcating systems of intermediate complexity. Examine how these mathematical systems respond to perturbations and undergo critical transitions, with particular focus on comparing various theoretical frameworks for understanding resilience in complex dynamical systems.
Comparing Resilience Concepts in Bifurcating Systems of Intermediate Complexity
Institut Henri Poincaré via YouTube
Overview
Syllabus
Comparing Resilience Concepts in Bifurcating Systems of Intermediate Complexity
Taught by
Institut Henri Poincaré
Related Courses
-
Introduction to Complexity Science
-
Introduction to Dynamical Systems and Chaos
-
Introduction to Dynamical Systems and Chaos
4.9 -
Nonlinear Dynamics: Mathematical and Computational Approaches
-
Critical Transitions in Complex Dynamical Systems: Theory and Implications for Neuroscience - Class 1
-
Critical Transitions in Complex Dynamical Systems: Theory and Implications for Neuroscience - Class 3
