Affine Spaces
There's a total of 2 articles.
Affine spaces
An affine space is a generalization of the notion of a vector space, but without the requirement of a fixed origin or a notion of “zero”.
Triangle in affine spaces
In an affine space any point can be represented by a sum of an origin point plus a set
of scaled vector. This article covers defining all the points in a triangle in an affine space.