Representation of ordered linear spaces
Richard C. Metzler · Rocky Mountain Journal of Mathematics · 1975
An approach to the theory of representation of ordered linear spaces by functions is presented which presupposes only linear algebra and general topology.The same method is shown to apply to both the order unit case and the linear lattice case; previously these have been treated separately.Also some applications to the elementary theory of Choquet boundaries are presented and the Krein-Milman theorem is derived.