Question

(a) With A = [{1, i, 0}, {i, 0, 1}], use elimination to solve Ax = 0 (b) Show that the nullspace you just computed is orthogonal to C(A^H) and not to the usual row space C(A^T). The four fundamental spaces in the complex case are N(A) and C(A) as before, and then N(AH) and C(A^H)