Gaussian Elimination with Partial Pivoting | Lecture 25 | Numerical Methods for Engineering
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- Опубликовано: 9 фев 2025
- Explanation of Gaussian elimination with partial pivoting (row interchanges) and how this avoids round-off errors.
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Thanks for taking the time to explain why partial pivoting is useful, makes it so much more engaging to learn about when you’re not just going through the motions and you actually understand the motivation for what you’re doing!
Thanks Jeff!
never stop making quality content...
you look like a younger version of mike ehrmantraut from breaking bad
He does haha. But when he looks straight ahead it also reminds me of Jordan Peterson.
@@diogoribeiro477 True! I can see jordan peterson like embedded deep in there, its weird
he sounds like he'd pronunce walter as "waltuh" too
Thank u Jeff bezos for the lecture
David Goggins is dat you?
i dont really understand,
how ɛ become 0 and 2 become 2+ɛ also 4 become 4 - ɛ
he multiplied the new row 1 with negative eplison. Then he added the new row 1 to row 2.
@@abdulmoid6143right but how comes that it is 2 MINUS e and 4 PLUS e?
Nice
save my life !
how in the world can someone learn from this????