If the above matrix is full rank, the pseudoinverse matrices of it and its transpose are as follows.

Any cofactor of the above matrix is n, which is Cayley's formula.

In fact, according to decision theory, the only value that matters in the above matrix is the + (infinitely positive).

Some instruments defy categorization into the above matrix, for example repurchase agreements.

Our answer is any non-zero column of the above matrix.

The algorithm consists of row and column operations on the above matrix.

The operations available for manipulating columns of the above matrix are Clifford operations.

The above matrix now corresponds to the canonical Pauli operators.

The determinant of the above matrix is also sometimes referred to as the Hessian.

The following matrices are the intermediate steps as the algorithm is applied to the above matrix.