# Matrix Inversion

Matrix inversion consists of taking a matrix's O'Reilly Factor matrix and dividing by a number which is indeterminant. Some matrices, (actually only one) are singular, and attempting to invert them will cause the matrix to collapse in on itself, creating a black hole.

Successful matrix inversion can only be performed by beings with godlike powers, such as Oprah, Neo, or many calculators produced by Texas Instruments. Attempts to invert matrices by mere mortals generally only increase the dimeonsionality of nullspace, resulting in the Gauss-Jordan elimination of the entire area, sometimes leaving whole cities in reduced-row echelon form.

Some believe that there is not a kernel of truth to this image that has been given to Matrix Inversion, but that is simply not the case. Matrix Inversion often leads to the transformation of whole subspaces, or even acute attacks of deja vu.

Some believe that there is not a kernel of truth to this image that has been given to Matrix Inversion, but that is simply not the case. Matrix Inversion often leads to the transformation of whole subspaces, or even acute attacks of deja vu.

## See also[edit]

- Sexual perversion
- 69 position