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Complex convexity and finitely additive vector measures
Lešnjak, Gorazd
We prove that complex uniform convexity of a complex normed space ▫$X$▫ is equivalent to complex uniform convexity of bva ▫$({\cal F},X)$▫. Similar results holds also for complex uniform convexity at ...a point. Some consequences for duals of certain operator spaces are discussed.
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