Home > Instructors > Gilbert Strang
Gilbert Strang Professor, Department of Mathematics MIT

Gilbert Strang

Professor, Department of Mathematics
MIT

Courses

  1. Linear Algebra Course

    Linear Algebra

    MIT / Mathematics
    Gilbert Strang
  2. Computational Science and Engineering I Course

    Computational Science and Engineering I

    MIT / Mathematics
    Gilbert Strang
  3. Mathematical Methods for Engineers II Course

    Mathematical Methods for Engineers II

    MIT / Mathematics
    Gilbert Strang
  4. Highlights of Calculus Course

    Highlights of Calculus

    MIT / Mathematics
    Gilbert Strang

Lectures

  1. Professor Strang Introduces the Series Lecture
    favorites

    Professor Strang Introduces the Series

    MIT /
    Gilbert Strang
  2. Big Picture of Calculus Lecture
    favorites

    Big Picture of Calculus

    MIT /
    Gilbert Strang
  3. Big Picture: Derivatives Lecture
    favorites

    Big Picture: Derivatives

    MIT /
    Gilbert Strang
  4. Big Picture: Integrals Lecture
    favorites

    Big Picture: Integrals

    MIT /
    Gilbert Strang
  5. Max and Min and Second Derivatives Lecture
    favorites

    Max and Min and Second Derivatives

    MIT /
    Gilbert Strang
  6. The Exponential Function Lecture
    favorites

    The Exponential Function

    MIT /
    Gilbert Strang
  7. Positive definite matrices K = A'CA Lecture
    favorites

    Positive definite matrices K = A'CA

    MIT /
    Gilbert Strang
  8. One-dimensional applications: A = difference matrix Lecture
    favorites

    One-dimensional applications: A = difference matrix

    MIT /
    Gilbert Strang
  9. Network applications: A = incidence matrix Lecture
    favorites

    Network applications: A = incidence matrix

    MIT /
    Gilbert Strang
  10. Underlying theory: applied linear algebra Lecture
    favorites

    Underlying theory: applied linear algebra

    MIT /
    Gilbert Strang
  11. Discrete vs. continuous: differences and derivatives Lecture
    favorites

    Discrete vs. continuous: differences and derivatives

    MIT /
    Gilbert Strang
  12. Applications to boundary value problems: Laplace equation Lecture
    favorites

    Applications to boundary value problems: Laplace equation

    MIT /
    Gilbert Strang
  13. Solutions of Laplace equation: complex variables Lecture
    favorites

    Solutions of Laplace equation: complex variables

    MIT /
    Gilbert Strang
  14. Delta function and Green's function Lecture
    favorites

    Delta function and Green's function

    MIT /
    Gilbert Strang
  15. Initial value problems: wave equation and heat equation Lecture
    favorites

    Initial value problems: wave equation and heat equation

    MIT /
    Gilbert Strang
  16. Solutions of initial value problems: eigenfunctions Lecture
    favorites

    Solutions of initial value problems: eigenfunctions

    MIT /
    Gilbert Strang
  17. Numerical linear algebra: SVD and applications Lecture
    favorites

    Numerical linear algebra: SVD and applications

    MIT /
    Gilbert Strang
  18. Numerical methods in estimation: recursive least squares and covariance matrix Lecture
    favorites

    Numerical methods in estimation: recursive least squares and covariance matrix

    MIT /
    Gilbert Strang
  19. Dynamic estimation: Kalman filter and square root filter Lecture
    favorites

    Dynamic estimation: Kalman filter and square root filter

    MIT /
    Gilbert Strang
  20. Finite difference methods: equilibrium problems Lecture
    favorites

    Finite difference methods: equilibrium problems

    MIT /
    Gilbert Strang

Related Lectures

  1. Managing Coastal Resources in an Era of Climate Change Lecture

    Managing Coastal Resources in an Era of Climate Change

    Yale / Environmental Studies
    John Wargo
  2. Attracting High Quality Business Opportunities Lecture

    Attracting High Quality Business Opportunities

    Stanford / Entrepreneurship
    Ray Lane
    Ron Bloom
  3. How Far? Gibbs Free Energy Lecture

    How Far? Gibbs Free Energy

    Berkeley / Chemistry
    Kristie Boering
  4. Introduction to Chemical Engineering XII Lecture

    Introduction to Chemical Engineering XII

    Stanford / Engineering (Except Electrical)
    Channing Robertson