Vector space or inner product space - ambiguous!

morphism

But we're working with a (Hamel) basis for the entire vector space, so (by definition!) every vector is a finite linear combination of elements in the basis!

morphism Recognitions: Homework Help Science Advisor	Vector space or inner product space - ambiguous! But we're working with a (Hamel) basis for the entire vector space, so (by definition!) every vector is a finite linear combination of elements in the basis!