Hi sir, what if there is no dominant value in an equation (lets say the 1st equation is "x + y + z" there is no dominant value) is jacobi method applicable? or like, is there something that we can do to apply jacobi or nothing at all?
Hi! Very late response but: Yes, you can still use this method as well as Gauss-Seidel to solve systems of linear equations but it'll be a tedious process as usually the number of iterations that you will perform is even more than a system that is diagonally dominant. We're talking around 50 or more Iterations before getting values that are converging. In that case, you could perhaps apply relaxation methods or change your initial value guesses. Still, it'll be a trial and error method.
Hi sir, what if there is no dominant value in an equation (lets say the 1st equation is "x + y + z" there is no dominant value) is jacobi method applicable? or like, is there something that we can do to apply jacobi or nothing at all?
Hi! Very late response but:
Yes, you can still use this method as well as Gauss-Seidel to solve systems of linear equations but it'll be a tedious process as usually the number of iterations that you will perform is even more than a system that is diagonally dominant.
We're talking around 50 or more Iterations before getting values that are converging. In that case, you could perhaps apply relaxation methods or change your initial value guesses. Still, it'll be a trial and error method.
@@julseu_lol I agree
more videos pa sana sir about numerical methods😊😊
Sure 👍
same na same po ba siedel saka jacobi bakit same video lang din po pinost nyo pinalitan nyo lang po tittle
Bakit po parang gauss seidel po ito
Pero nakalagay po sa title gauss jacobi