Farthest points of sets in uniformly convex banach spaces

E. Asplund,A direct proof of Straszewicz’ theorem in Hilbert space (to appear).

-----,The potential of projections in Hilbert space (to appear).

M. Edelstein,On some special types of exposed points of closed and bounded sets in Banach spaces, Indag. Math.28 (1966), 360–363.

V. L. Klee,Extremal structure of convex sets II, Math. Z.69 (1958), 90–104.

J. Lindenstrauss,On operators which attain their norm., Israel J. Math.1 (1963), 139–148.

S. Mazur,Über schwache Konvergenz in den Raumen (L p), Studia Math.4 (1933), 128–133.

R. R. Phelps,A representation theorem for bounded convex sets, Proc. Am. Math. Soc.11 (1960), 976–983.