Mathematical Methods for Engineers II

Mathematical Methods for Engineers II

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This graduate-level course is a continuation of Mathematical Methods for Engineers I (18.085). Topics include numerical methods; initial-value problems; network flows; and optimization.

Instructor: Prof. Gilbert Strang


    • Jul 16, 2015 LATEST EPISODE
    • infrequent NEW EPISODES
    • 52m AVG DURATION
    • 29 EPISODES


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    Latest episodes from Mathematical Methods for Engineers II

    Lecture 29: Duality Puzzle / Inverse Problem / Integral Equations

    Play Episode Listen Later Jul 16, 2015 51:27


    Lecture 28: Linear Programming and Duality

    Play Episode Listen Later Jul 16, 2015 56:35


    Lecture 27: Regularization by Penalty Term

    Play Episode Listen Later Jul 16, 2015 49:17


    Lecture 26: Two Squares / Equality Constraint Bu = d

    Play Episode Listen Later Jul 16, 2015 52:36


    Lecture 25: Saddle Points / Inf-sup condition

    Play Episode Listen Later Jul 16, 2015 51:28


    Lecture 24: Error Estimates / Projections

    Play Episode Listen Later Jul 16, 2015 50:25


    Lecture 23: Calculus of Variations / Weak Form

    Play Episode Listen Later Jul 16, 2015 51:43


    Lecture 22: Weighted Least Squares

    Play Episode Listen Later Jul 16, 2015 52:23


    Lecture 21: Optimization with constraints

    Play Episode Listen Later Jul 16, 2015 50:56


    Lecture 20: Fast Poisson Solver

    Play Episode Listen Later Jul 16, 2015 48:23


    Lecture 19: Conjugate Gradient Method

    Play Episode Listen Later Jul 16, 2015 52:21


    Lecture 18: Krylov Methods / Multigrid Continued

    Play Episode Listen Later Jul 16, 2015 49:32


    Lecture 17: Multigrid Methods

    Play Episode Listen Later Jul 16, 2015 51:15


    Lecture 16: General Methods for Sparse Systems

    Play Episode Listen Later Jul 16, 2015 47:13


    Lecture 15: Iterative Methods and Preconditioners

    Play Episode Listen Later Jul 16, 2015 51:34


    Lecture 14: Financial Mathematics / Black-Scholes Equation

    Play Episode Listen Later Jul 16, 2015 49:33


    Lecture 13: Elimination with Reordering: Sparse Matrices

    Play Episode Listen Later Jul 16, 2015 56:04


    Lecture 12: Matrices in Difference Equations (1D, 2D, 3D)

    Play Episode Listen Later Jul 16, 2015 57:08


    Lecture 11: Level Set Method

    Play Episode Listen Later Jul 16, 2015 53:43


    Lecture 10: Shocks and Fans from Point Source

    Play Episode Listen Later Jul 16, 2015 56:01


    Lecture 09: Conservation Laws / Analysis / Shocks

    Play Episode Listen Later Jul 16, 2015 44:29


    Lecture 08: Convection-Diffusion / Conservation Laws

    Play Episode Listen Later Jul 16, 2015 53:30


    Lecture 07: Finite Differences for the Heat Equation

    Play Episode Listen Later Jul 16, 2015 60:15


    Lecture 06: Wave Profiles, Heat Equation / point source

    Play Episode Listen Later Jul 16, 2015 52:16


    Lecture 05: Second-order Wave Equation (including leapfrog)

    Play Episode Listen Later Jul 16, 2015 54:22


    Lecture 04: Comparison of Methods for the Wave Equation

    Play Episode Listen Later Jul 16, 2015 64:00


    Lecture 03: The One-way Wave Equation and CFL / von Neumann Stability

    Play Episode Listen Later Jul 16, 2015 55:42


    Lecture 02: Finite Differences, Accuracy, Stability, Convergence

    Play Episode Listen Later Jul 16, 2015 55:47


    Lecture 01: Difference Methods for Ordinary Differential Equations

    Play Episode Listen Later Jul 16, 2015 44:41


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