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
基金The author wishes to express his deepest gratitude to his advisor, Prof. Li Bingren, for his guidance and encouragement. He also thanks Douglas R. Farenick for making copies of his papers available to him.
文摘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.
