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Let X be a partially ordered linear space, i.e. a real linear space with a reflexive, transitive relation ≦ such that
(1) Bonsall, F. F., Extreme maximal ideals of a partially ordered vector space, Proc. Amer. Math. Soc.7 (1956), 831–837.CrossRefGoogle Scholar
2
(2) Edwards, D. A., On the homeomorphic affine embedding of a locally compact cone into a Banach dual space endowed with the vague topology, Proc. London Math. Soc. (3) 14 (1964), 399–414.CrossRefGoogle Scholar
3
(3) Ellis, A. J., Perfect order ideals, J. London Math Soc.40 (1965), 288-294.Google Scholar
4
(4) Hayes, A., Indecomposable positive additive functionals, J. London Math Soc.41 (1966), 318–322.CrossRefGoogle Scholar
5
(5) Jameson, G. J. O., Topological M-spaces, Math. Zeitschrift103 (1968), 139–150.CrossRefGoogle Scholar
6
(6) Kist, J., Indecomposable maximal ideals of a partially ordered vector space, London Math. Soc.36 (1961), 436–438.CrossRefGoogle Scholar
7
(7) Schaefer, H. H., Topological Vector Spaces (Macmillan, New York1966).Google Scholar