Nonlinear Dynamics: Saddle Points and Eigenvectors Published 2019-03-07 Download video MP4 360p Recommendations 06:17 Nonlinear Dynamics: Saddle Points and Eigenvectors Quiz Solutions 12:37 Chaos Theory: the language of (in)stability 26:06 From Newton’s method to Newton’s fractal (which Newton knew nothing about) 17:38 The moment we stopped understanding AI [AlexNet] 34:48 The Unreasonable Effectiveness of JPEG: A Signal Processing Approach 29:37 Nature's Incredible ROTATING MOTOR (It’s Electric!) - Smarter Every Day 300 23:45 The applications of eigenvectors and eigenvalues | That thing you heard in Endgame has other uses 05:46 Elon Musk Opens Up To Jordan Peterson On His Philosophy Of Life !! 13:12 Water powered timers hidden in public restrooms 1:17:38 Steve Brunton: "Dynamical Systems (Part 1/2)" 10:45 The Man Who Solved the $1 Million Math Problem...Then Disappeared 20:23 Electromagnetic Waves - with Sir Lawrence Bragg 25:41 The deeper meaning of matrix transpose 10:34 The Disgrace and Plagiarism of Claudine Gay | Dr. Carol Swain 12:21 What's a Tensor? 20:52 What causes the Pauli Exclusion Principle? 19:22 Mechanical circuits: electronics without electricity 27:07 Thinking outside the 10-dimensional box 26:38 The Wallis product for pi, proved geometrically Similar videos 27:43 2x2 Systems of ODEs: Saddle Points and Instability 14:53 Stability and Eigenvalues: What does it mean to be a "stable" eigenvalue? 26:01 Drawing Phase Portraits for Nonlinear Systems 20:01 sketching phase portraits 40:58 Phase-plane analysis for nonlinear dynamics 01:10 Visualising ODEs: a saddle (nonlinear system) 32:11 Topics in Dynamical Systems: Fixed Points, Linearization, Invariant Manifolds, Bifurcations & Chaos 08:02 3.0 A better way to understand Differential Equations | Nonlinear Dynamics | Linearization 14:52 Graphing phase portraits from eigen values 24:17 Classifying Fixed Points of 2D Systems 14:56 4.0 A better way to understand Differential Equations | Nonlinear Dynamics | Index Theory 1:15:20 MAE5790-5 Two dimensional linear systems 44:27 Sinks, Sources, & Saddle Points (Planar Linear Systems w/ Real Eigenvalues), Matrix Exponential Def 29:08 Nonlinear Systems: Fixed Points, Linearization, & Stability 23:28 Linearizing Nonlinear Differential Equations Near a Fixed Point 03:29 Nonlinear Dynamics: Stable and Unstable Manifolds Quiz Solutions More results