412 09 The Transcritical Bifurcation
Hermann Riecke
412 09 The Transcritical Bifurcation
12:05
412 08 The Saddle Node Bifurcation
Hermann Riecke
412 08 The Saddle Node Bifurcation
19:12
412 07 The Implicit Function Theorem
Hermann Riecke
412 07 The Implicit Function Theorem
14:24
412 06 Hartman Grobman Theorem
Hermann Riecke
412 06 Hartman Grobman Theorem
13:21
412 05 Phase Diagram
Hermann Riecke
412 05 Phase Diagram
8:02
412 02 Introduction: Time-Scale Separation
Hermann Riecke
412 02 Introduction: Time-Scale Separation
6:28
412 28 Numerical Continuation with Matcont: Hopf Bifurcation and Period Doubling
Hermann Riecke
412 28 Numerical Continuation with Matcont: Hopf Bifurcation and Period Doubling
3:12
412 27 Numerical Continuation: Hopf Bifurcation
Hermann Riecke
412 27 Numerical Continuation: Hopf Bifurcation
5:35
412 23 Numerical Continuation with Matcont: Saddle-Node and Cusp
Hermann Riecke
412 23 Numerical Continuation with Matcont: Saddle-Node and Cusp
6:09
412 29 Symmetries and Bifurcations
Hermann Riecke
412 29 Symmetries and Bifurcations
14:51
412 46 The Complex Ginzburg-Landau Equation: 2d Simulations
Hermann Riecke
412 46 The Complex Ginzburg-Landau Equation: 2d Simulations
17:01
412 45 Complex Ginzburg-Landau Equation: 1d Simulations
Hermann Riecke
412 45 Complex Ginzburg-Landau Equation: 1d Simulations
10:07
412 44 The Complex Ginzburg-Landau Equation
Hermann Riecke
412 44 The Complex Ginzburg-Landau Equation
33:57
412 43 Phase Dynamics Demo
Hermann Riecke
412 43 Phase Dynamics Demo
10:40
412 42 Phase Dynamics 3
Hermann Riecke
412 42 Phase Dynamics 3
13:55
412 40 Phase Dynamics
Hermann Riecke
412 40 Phase Dynamics
17:42
412 39 The Ginzburg Landau Equation
Hermann Riecke
412 39 The Ginzburg Landau Equation
29:52
412 38 Stability of Patterns: Demo with Swift-Hohenberg Model
Hermann Riecke
412 38 Stability of Patterns: Demo with Swift-Hohenberg Model
10:40
412 37 Analysis Stripes Squares
Hermann Riecke
412 37 Analysis Stripes Squares
31:33
412 36 Mode Interactions: Stripes vs Squares
Hermann Riecke
412 36 Mode Interactions: Stripes vs Squares
22:57
412 22 Numerical Bifurcation Analysis: Branch Switching
Hermann Riecke
412 22 Numerical Bifurcation Analysis: Branch Switching
27:05
412 41 Phase Dynamics 2
Hermann Riecke
412 41 Phase Dynamics 2
37:45
412 21 Numerical Bifurcation Analysis: Pseudo Arclength Continuation Part 2
Hermann Riecke
412 21 Numerical Bifurcation Analysis: Pseudo Arclength Continuation Part 2
20:36
412 20 Numerical Bifurcation Analysis: Pseudo Arclength Continuation Part 1
Hermann Riecke
412 20 Numerical Bifurcation Analysis: Pseudo Arclength Continuation Part 1
14:51
412 26 Normal Form Transformations
Hermann Riecke
412 26 Normal Form Transformations
30:22
412 25 Multiple-Scales Approach for a Hopf Bifurcation
Hermann Riecke
412 25 Multiple-Scales Approach for a Hopf Bifurcation
30:34
412 24 Center Manifold for a Hopf Bifurcation
Hermann Riecke
412 24 Center Manifold for a Hopf Bifurcation
17:38
412 34 Resonant Forcing of an Oscillator: 3:1 Part 2
Hermann Riecke
412 34 Resonant Forcing of an Oscillator: 3:1 Part 2
32:04
412 33 Resonant Forcing of an Oscillator at 3:1 Part 1
Hermann Riecke
412 33 Resonant Forcing of an Oscillator at 3:1 Part 1
28:05
412 35 Bifurcations in Partial Differential Equations
Hermann Riecke
412 35 Bifurcations in Partial Differential Equations
36:03
412 32 1:1 Forcing
Hermann Riecke
412 32 1:1 Forcing
17:44
412 30 Selection Rule & Scaling
Hermann Riecke
412 30 Selection Rule & Scaling
13:34
412 31 Nonresonant Forcing
Hermann Riecke
412 31 Nonresonant Forcing
18:26
412 26 Normal Form Transformation
Hermann Riecke
412 26 Normal Form Transformation
30:22
412 19 Numerical Bifurcation Analysis: Introduction
Hermann Riecke
412 19 Numerical Bifurcation Analysis: Introduction
14:05
412 18 Multiple Scales 2
Hermann Riecke
412 18 Multiple Scales 2
24:11
412 16 Nonuniqueness if the Center Manifold
Hermann Riecke
412 16 Nonuniqueness if the Center Manifold
6:14
412 17 Multiple Scales
Hermann Riecke
412 17 Multiple Scales
12:40
412 13 Center Manifold
Hermann Riecke
412 13 Center Manifold
13:52
412 12 Figures Bifurcation Examples
Hermann Riecke
412 12 Figures Bifurcation Examples
15:24
412 Center-Manifold Reduction for Hopf Bifurcations
Hermann Riecke
412 Center-Manifold Reduction for Hopf Bifurcations
17:34
412 15 Center Manifold Reduction 2
Hermann Riecke
412 15 Center Manifold Reduction 2
20:06
412 14 Center Manifold Reduction
Hermann Riecke
412 14 Center Manifold Reduction
16:49
412 11 Structural Stability and Bifurcations
Hermann Riecke
412 11 Structural Stability and Bifurcations
22:45
412 10 Pitch Fork Bifurcation
Hermann Riecke
412 10 Pitch Fork Bifurcation
24:31
412 08 Saddle Node Bifurcation
Hermann Riecke
412 08 Saddle Node Bifurcation
19:12
412 09 Transcritical Bifurcation
Hermann Riecke
412 09 Transcritical Bifurcation
12:05
412 07 Implicit Function Theorem
Hermann Riecke
412 07 Implicit Function Theorem
14:24
412 05 Phase Diagrams
Hermann Riecke
412 05 Phase Diagrams
8:02
412 06 Hartman Grobman Theorem
Hermann Riecke
412 06 Hartman Grobman Theorem
13:21
412 04 Phase Portraits
Hermann Riecke
412 04 Phase Portraits
8:00
412 03 Linear Systems
Hermann Riecke
412 03 Linear Systems
20:52
412 00 Introduction: Observations of Transitions
Hermann Riecke
412 00 Introduction: Observations of Transitions
8:50
412 01 Introduction: Linear vs Nonlinear & Slow Time Scales
Hermann Riecke
412 01 Introduction: Linear vs Nonlinear & Slow Time Scales
6:28