For the Gauss-Seidel method the matrix doesn‘t have to be ideally diagonally dominant. The iteration is also converging in the Matrix is symmetric positive definite.
Excellent video series. Pardon my asking, but is there or do you intend to post a few videos on non-linear root finding methods like the expanded version of Newton's method? Thank you!
We have non-linear root finding videos in this playlist, yes! Here is a link to the playlist! Numerical Methods Course: th-cam.com/play/PLDea8VeK4MUTOBXLpvx_WKtVrMkojEh52.html
Holy shit. This and the Jacobi method video are fantastic. Thank you so much for your work.
thanks a million Sir, you saved my life😎😎
Thanks for the explanation!
You forgot to put the link you mentioned in the description.
Thanks for letting me know! The video link is in the description now :)! Im glad you found the video helpful!
Great Job!
Thank you very much, Im glad you found the video helpful!
Really well explained
For the Gauss-Seidel method the matrix doesn‘t have to be ideally diagonally dominant. The iteration is also converging in the Matrix is symmetric positive definite.
Excellent video series. Pardon my asking, but is there or do you intend to post a few videos on non-linear root finding methods like the expanded version of Newton's method? Thank you!
We have non-linear root finding videos in this playlist, yes! Here is a link to the playlist!
Numerical Methods Course:
th-cam.com/play/PLDea8VeK4MUTOBXLpvx_WKtVrMkojEh52.html
thanks dude!
Thanks
In my case , they have gave me an initial temperature 20°C so should I take the initial value 20 or as 0 !!?
I'm waiting for your answer pleasee
Use the initial value given to you, so 20!
There is a mestake you should be put in inégalités strictement supérieur no or equal
Gauss Method
You made a mistake
what should we do if matrix is not dominant for diagonally
Thanks