/^ (Matrix Right Division)

Purpose:

Performs matrix right division.

B /^ A

B	-	A matrix.
A	-	A non-singular, usually square matrix.

A matrix that numerically approximates B *^ inv(A) .

A = {{0, 1, 2},

{1, 0, 1},

{2, 2, 1}}

x = {{3, 5, 4},

{1, 9, 2},

{3, 2, 1}}

B = x *^ A

B /^ A == {{3, 5, 4},

{1, 9, 2},

{3, 2, 1}}

If A, B, and x are matrices, such that x *^ A = B, then B /^ A returns the matrix x.

B /^ A calculates (A’ ^ B’)’ as an approximation to B *^ inv(A).

For scalars B /^ A == B / A. For example:

10 /^ 2 = 10 / 2 == 5

See DADiSP/MatrixXL to significantly optimize /^.