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0:28:44
Harvard AM205 video 5.10 - Conjugate gradient method
0:27:45
Harvard AM205 video 5.9 - Krylov methods: Arnoldi iteration and Lanczos interation
0:24:00
Harvard AM205 video 5.6 - QR algorithm
0:14:33
Harvard AM205 video 5.5 - Rayleigh quotient
0:23:49
Harvard AM205 video 5.4 - Power iteration and inverse iteration
0:27:28
Harvard AM205 video 5.3 - Gershgorin circle theorem & eigenvalue sensitivity
0:18:54
Harvard AM205 video 5.2 - Eigenvalue definitions
0:29:06
Harvard AM205 video 5.1 - Introduction to eigenvalue problems
0:08:38
Harvard AM205 video 4.12 - PDE-constrained optimization
0:21:25
Harvard AM205 video 4.11 - Penalty methods and linear programming
0:09:53
Harvard AM205 video 4.10 - Sequential quadratic programming
0:24:54
Harvard AM205 video 4.9 - Quasi-Newton methods
0:27:03
Harvard AM205 video 4.8 - Steepest descent and Newton methods for optimization
0:17:52
Harvard AM205 video 4.7 - Equality-constrained optimization
0:11:33
Harvard AM205 video 4.6 - Optimality conditions and the Hessian
0:15:48
Harvard AM205 video 4.5 - Conditions for a global minimum
0:26:35
Harvard AM205 video 4.4 - Multivariate root-finding methods
0:13:29
Harvard AM205 video 4.2 - Root finding: fixed-point iteration
0:22:26
Harvard AM205 video 4.1 - Introduction to nonlinear equations and optimization
0:15:16
Harvard AM205 video 3.22 - Elliptic PDEs: the Poisson equation
0:34:37
Harvard AM205 video 3.21 - Parabolic PDEs: the heat equation
0:13:50
Harvard AM205 video 3.20 - Method of lines & wave equation
0:40:43
Harvard AM205 video 3.19 - Accuracy and stability for finite-difference schemes
0:10:15
Harvard AM205 video 3.18 - CFL condition & upwinding
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