Let and let .
Prove that ,
Where is the Jacobian of .
Already proved prior to this that the determinant transformation is continuous and that is an open set. Don't really have a clue how to approach this -- a direction would be nice.
Thanks.
Let and let .
Prove that ,
Where is the Jacobian of .
Already proved prior to this that the determinant transformation is continuous and that is an open set. Don't really have a clue how to approach this -- a direction would be nice.
Thanks.