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Affine arithmetic can be viewed in matrix form as follows.

An operator can be written in matrix form to map one basis vector to another.

We can write the entire regression problem in matrix form as:

This allows one to represent the Schrödinger equation in a matrix form.

Mason's rule can be stated in a simple matrix form.

The above equation can be written in matrix form for a rectangular grid.

Not everyone who goes to the worlds of heaven as a colonist travels in matrix form.

The operators E can be written in a matrix form:

The problem is usually expressed in matrix form, and then becomes:

In matrix form, we can express the primal problem as: