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1. Lecture 11 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
2. Bonus Lecture: A Short Introduction to Nonlinear Hyperbolic Conservation Laws : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
3. Lecture 3 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
4. Lecture 5 - Part 2 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
5. Lecture 1 - Part 3 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
6. Lecture 5 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
7. Lecture 7 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
8. Lecture 10 - Part 2 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
9. Lecture 12 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

   1. Goetz, Claus

   2021 - Lecture2Go UHH - frei zugänglich
10. Lecture 14 - Part 2 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
11. Lecture 3 - Part 3 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
12. Lecture 1 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
13. Lecture 3 -Part 2 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
14. Lecture 10 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
15. Lecture 4 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

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16. Lecture 9 - Part 2 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
17. Lecture 9 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
18. Lecture 1 - Part 2 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
19. Lecture 6 - Part 2 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich
20. Lecture 13 - Part 1 : Numerical Approximation of PDEs by Finite Differences and Finite Volumes

    1. Goetz, Claus

    2021 - Lecture2Go UHH - frei zugänglich