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Operator analogue of the Krein-Milman theorem in the generalized state spaces
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作者 吴畏 《Science China Mathematics》 SCIE 2001年第1期67-73,共7页
We discuss the Krein-Milman-type problems in the C* -convexity theory for the generalized state space of C*-algebraA. The main results are that every BW-compact, C*-convex subset of possesses a C*-extreme point and ... We discuss the Krein-Milman-type problems in the C* -convexity theory for the generalized state space of C*-algebraA. The main results are that every BW-compact, C*-convex subset of possesses a C*-extreme point and every BW-compact, C* -convex subset of is the C*-convex hull of its C*-extreme points. 展开更多
关键词 C*-convexity C*-extreme point generalized state space krein-milman-type problems
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