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Iterative linear solvers

Repeated approximations solve large linear systems when the iteration satisfies convergence conditions.

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  • Euler method

    Euler's method advances an ODE solution using its current derivative and a step size.

  • LU factorization

    With appropriate pivoting, triangular factors reduce linear-system solution to substitution.

  • Bisection method

    Continuity and opposite endpoint signs allow repeated halving to bracket a root.

  • Conditioning

    Conditioning measures sensitivity of a problem's exact solution to perturbations in its data.

  • Finite differences

    Differences of nearby samples approximate derivatives, balancing truncation and roundoff errors.

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Numerical Analysis and Scientific Computing

Explore errors and equation solving; approximation and quadrature; linear systems and differential equations. Concepts and connections are available independently of video coverage.

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