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DOWNWARD DUAL THEOREM IN ORDERED SPACE

DOWNWARD DUAL THEOREM IN ORDERED SPACE
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摘要 The upward form of duality theorem in ordered vector space is completely solved by Ng-Duhoux theorem and Jameson theorem. However, the situation is quite different in downward form. For example, if V° is order convex, it is now only known that V is nearly decomposable in the sense of (?). That is to say,
作者 林金桢
出处 《Chinese Science Bulletin》 SCIE EI CAS 1984年第7期853-856,共4页
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