Functional Analysis II

Course content

Review of metric spaces, Normed Linear Spaces, Dual Spaces and Hahn-Banach Theorem, Bidual and Reflexivity, Baires Theorem, Dual Maps, Projections, Hubert Spaces, The spaces Lp(X,m), C(X), Locally Convex Vector Spaces, Duality Theory of lcs, Projective and Inductive topologies.