A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • 3 Cycle Dynamics

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • 3 Cycle Dynamics

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Fixed Point Analysis for 2 CycleПодробнее

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Fixed Point Analysis for 2 Cycle

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Phenomenology of BifurcationsПодробнее

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Phenomenology of Bifurcations

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Basic Features of Iteration Pt. 1Подробнее

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Basic Features of Iteration Pt. 1

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • FP Analysis and the 1st BifurcationПодробнее

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • FP Analysis and the 1st Bifurcation

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Basic Features of Iteration Pt. 2Подробнее

A Visual Approach to Nonlinear Dynamics: Unit 3: Logistic Map • Basic Features of Iteration Pt. 2

A Visual Approach to Nonlinear Dynamics: Unit 3: Chaos and Lyapunov ExponentsПодробнее

A Visual Approach to Nonlinear Dynamics: Unit 3: Chaos and Lyapunov Exponents

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • SummaryПодробнее

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • Summary

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • Stability of Fixed Points 1Подробнее

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • Stability of Fixed Points 1

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • Special Case of α + β = 2Подробнее

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • Special Case of α + β = 2

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • Stability of Fixed Points 2Подробнее

A Visual Approach to Nonlinear Dynamics: Unit 4: 3-Species Competition • Stability of Fixed Points 2

A Visual Approach to Nonlinear Dynamics: Unit 2: Cycles and Bifurcations • Example of Limit CycleПодробнее

A Visual Approach to Nonlinear Dynamics: Unit 2: Cycles and Bifurcations • Example of Limit Cycle

Logistic Map, Part 1: Period Doubling Route to ChaosПодробнее

Logistic Map, Part 1: Period Doubling Route to Chaos

MAE5790-19 One dimensional mapsПодробнее

MAE5790-19 One dimensional maps

Logistic Map, Part 3: Bifurcation Point Analysis | Bottlenecks in Maps, Intermittency ChaosПодробнее

Logistic Map, Part 3: Bifurcation Point Analysis | Bottlenecks in Maps, Intermittency Chaos

Logistic Bifurcation AnimationПодробнее

Logistic Bifurcation Animation

"Bifurcation diagram" Blender 3D AnimationПодробнее

'Bifurcation diagram' Blender 3D Animation

MA30060 Lecture 3 (20-21): bifurcations, stability, problemsПодробнее

MA30060 Lecture 3 (20-21): bifurcations, stability, problems

Nonlinear Dynamics: Maps and Difference EquationsПодробнее

Nonlinear Dynamics: Maps and Difference Equations

События