Linear Planar Systems - Dynamical Systems | Lecture 14 Published -- Download video MP4 360p Recommendations 14:53 Stability and Eigenvalues: What does it mean to be a "stable" eigenvalue? 26:57 The most beautiful equation in math, explained visually [Euler’s Formula] 12:37 Chaos Theory: the language of (in)stability 14:34 A linear discrete dynamical system and its eigenvectors 26:24 The Key Equation Behind Probability 32:11 Topics in Dynamical Systems: Fixed Points, Linearization, Invariant Manifolds, Bifurcations & Chaos 20:28 What is Spin? A Geometric explanation 17:53 The Anatomy of a Dynamical System 25:11 2x2 Systems of ODEs: Sources and Sinks 48:39 What is algebraic geometry 16:20 The REAL Three Body Problem in Physics 13:54 The shocking connection between complex numbers and geometry. 18:36 This is why you're learning differential equations 24:17 Classifying Fixed Points of 2D Systems 31:45 The Mathematical Problem with Music, and How to Solve It 23:28 Linearizing Nonlinear Differential Equations Near a Fixed Point 25:41 The deeper meaning of matrix transpose Similar videos 29:38 Modelling Rabbits and Sheep - Dynamical Systems | Lecture 17 07:27 Phase portraits of linear systems | Lecture 42 | Differential Equations for Engineers 20:01 sketching phase portraits 28:50 Discrete Linear Dynamical Systems Examples: Sinks, Sources, & Saddle Points for Difference Equations 44:27 Sinks, Sources, & Saddle Points (Planar Linear Systems w/ Real Eigenvalues), Matrix Exponential Def 05:54 ODE | Phase diagrams 16:40 How to Sketch a Phase Portrait Diagram of System of Coupled Differential Equations | AHL 5.17 14:02 Existence and Uniqueness - Dynamical Systems | Lecture 4 1:06:21 EE-565: Lecture-14 (Nonlinear Control Systems): Bifurcation Analysis of 2D Systems 11:52 Solving Systems of Differential Equations that Involve Complex Eigenvalues 09:14 Sketching Phase Portrait of Complex Eigenvalues Systems | MAI HL 5.17 00:06 Just physics student things #shorts #math #astrophysics 13:02 Defining System of n First Order Differential Equations | Planer Linear Autonomous Systems | D S 1:03:18 Topics in Mathematical Physics - Lecture 14 More results