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LU factorization Ax=b where A=LU LUx=b L(Ux)=b Ux=y L(y)=b solve for y then use y to solve for x
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Is this a good simplification of the LU factorization
where L is the lower triangle matrix and U is the upper.
yeah, this has something to do with row eschelon form
Do you know why we would use this method instead of simply solving for x using A?
i recall reading about it in my textbook
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decompositions are helpful in some instances but I cant recall specifics
I know it's used in electrical engineering but our prof doesn't want us to do that part ...guess just showing us another method to solve for x
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