- #1

- 9

- 0

I'm having difficulties with finding fixed points of affine transformations. I understand that given a matrix A of barycentric coefficients, I want to produce a point that is equal to the given point, i.e.

**Ax**=

**y**, where

**y**=

**x**. But all I get is a homogenous linear system whose only solution is zero? Help and thanks, EWW.