  The Grassmannian is an important object in Algebraic Geometry. One of the
many techniques used to study the Grassmannian is to build a vector space from
its points in the projective embedding and study the properties of the
resulting linear code.
  We introduce a new class of linear codes, called Affine Hermitian Grassman
Codes. These codes are the linear codes resulting from an affine part of the
projection of the Polar Hermitian Grassmann codes. They combine Polar Hermitian
Grassmann codes and Affine Grassmann codes. We will determine the parameters of
these codes.
