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Harvard AM205 video 3.4 - Gauss quadrature
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Harvard Applied Math 205 is a graduate-level course on scientific computing and numerical methods. This video introduces Gauss quadrature, a method for numerical integrating functions that can achieve high accuracy by using an specific distribution of quadrature points.
Harvard AM205 video 3.4 - Gauss quadrature
Harvard AM205 video 3.2 - Numerical integration
Harvard AM205 video 3.5 - Finite-difference approximations
Harvard AM205 video 3.8 - One-step integration methods
Harvard AM205 video 3.6 - Differentiation matrices
Harvard AM205 video 3.1 - Introduction to numerical calculus
Harvard AM205 video 3.3 - Composite quadrature rules
Harvard AM205 video 3.14 - Multistep methods
Harvard AM205 video 3.16 - Partial differential equations
Harvard AM205 video 4.4 - Multivariate root-finding methods
Harvard AM205 video 5.6 - QR algorithm
Harvard AM205 video 4.6 - Optimality conditions and the Hessian
Harvard AM205 video 4.7 - Equality-constrained optimization
Harvard AM205 video 3.11 - Runge–Kutta methods
Harvard AM205 video 3.21 - Parabolic PDEs: the heat equation
Harvard AM205 video 1.4 - The Lebesgue constant
Harvard AM205 video 4.8 - Steepest descent and Newton methods for optimization
Harvard AM205 video 0.1 - Introduction
Harvard AM205 video 3.20 - Method of lines & wave equation
Harvard AM205 video 5.4 - Power iteration and inverse iteration
Harvard AM205 video 2.6 - Timing algorithms
Harvard AM205 video 2.4 - LU factorization
Harvard AM205 video 3.10 - ODE stability
Harvard AM205 video 3.9 - ODE convergence
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