Hyperplane
A hyperplane in an
-dimensional vector space over a field a is an dimensional sub plane. This is given by linearly independent vectors and a point . Then the space is made of Note different vectors
could define the same hyperplane.
Hyperplane
A hyperplane in an
-dimensional vector space over a field a is an dimensional sub plane. This is given by linearly independent vectors and a point . Then the space is made of Note different vectors
could define the same hyperplane.