Gaussian Elimination
Gaussian Elimination, also known as $LU$ decomposition, decomposes a linear transformation defined by the matrix $A$ into a lower-triangular matrix $L$, and an upper-triangular matrix $U$ such that
$$A = L \otimes U$$.
Gaussian Elimination, also known as $LU$ decomposition, decomposes a linear transformation defined by the matrix $A$ into a lower-triangular matrix $L$, and an upper-triangular matrix $U$ such that
$$A = L \otimes U$$.