Consider the group of all real matrices satisfying for . Find the Tangent Space , E the Identity Matrix, (as a subspace of the vector space of matrices), and construct a basis in it.
Not sure how to start this, could anyone help me out? Thanks.
Consider the group of all real matrices satisfying for . Find the Tangent Space , E the Identity Matrix, (as a subspace of the vector space of matrices), and construct a basis in it.
Not sure how to start this, could anyone help me out? Thanks.