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 Feb 4 awarded Popular Question Sep 15 accepted For numbers divisible by three, why is the sum of their digits able to be divided by three? Sep 14 asked For numbers divisible by three, why is the sum of their digits able to be divided by three? Feb 28 comment How to use the bisection method to solve $Ax=b$ in theory could you apply the bisection method multiple times in this case three, since three equations are being represented by $A$ and $b$ @abel Feb 28 revised How to use the bisection method to solve $Ax=b$ added 11 characters in body Feb 28 asked How to use the bisection method to solve $Ax=b$ Feb 26 accepted How to use LU decomposition to solve Ax = b Feb 24 comment How to use LU decomposition to solve Ax = b How would you find L and U? does one get the diagonal and the other doesn't? Feb 24 asked How to use LU decomposition to solve Ax = b Feb 20 accepted How to convert Gauss-Siedel method to Successive Over Relaxation method. Feb 19 comment How to convert Gauss-Siedel method to Successive Over Relaxation method. So before the second iteration xOld is set to $x^{\omega}$ ? Feb 18 comment How to convert Gauss-Siedel method to Successive Over Relaxation method. A very thorough example. I was going with the first method you have mentioned here, however I think the second method $$x^{(\omega)}=(1-\omega)x^{(old)}+\omega x^{(new)}$$ was more what I was actually looking for. When taking the xold and xnew from the first iteration of gauss siedel to get $x^{(\omega)}$ Do you use $x^{(\omega)}$ for xold in the second iteration? @KittyL Feb 15 revised How to convert Gauss-Siedel method to Successive Over Relaxation method. added 43 characters in body Feb 15 revised How to convert Gauss-Siedel method to Successive Over Relaxation method. added 14 characters in body Feb 15 revised How to convert Gauss-Siedel method to Successive Over Relaxation method. added 26 characters in body Feb 15 asked How to convert Gauss-Siedel method to Successive Over Relaxation method. Feb 12 awarded Commentator Feb 12 comment Method to find the inverse of any lower triangular matrix @user1551 could you possibly elaborate? Feb 11 revised Method to find the inverse of any lower triangular matrix added 31 characters in body Feb 11 asked Method to find the inverse of any lower triangular matrix