One way of performing of a process of this sort involves taking the square root of a pivot matrix, multiplying it with the transpose of a certain type of matrix, and multiplying that product by its transpose. The most common way of calculating the pseudoinverse can be easily calculated after performing another type of this process on a matrix because the pseudoinverse of an eigenmatrix is simple to calculate. Those proces
One way of performing of a process of this sort involves taking the square root of a pivot matrix, multiplying it with the transpose of a certain type of matrix, and multiplying that product by its transpose. The most common way of calculating the pseudoinverse can be easily calculated after performing another type of this process on a matrix because the pseudoinverse of an eigenmatrix is simple to calculate. Those processes for doing this activity on matrices respectively called Cholesky and the singular value one. Another method of doing this action begins by using an augmented matrix then proceeds to eliminate using pivots in both entries until it yields a canonical form of an upper triangular and lower triangular matrix. For 10 points, name this operation which includes the "LU" variety, which is the separation of a matrix into a product of two matrices.
One way of performing of a process of this sort involves taking the square root of a pivot matrix, multiplying it with the transpose of a certain type of matrix, and multiplying that product by its transpose.
matrix {decomposition} or matrix {factorization}