EXTREME AND EXPOSED POINTS IN QUOTIENTS OF DOUGLAS ALGEBRAS BY ＄H^{￥infty}＄ OR ＄H^{￥infty}+C＄

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概要

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• "For a Douglas algebra ＄B＄, we study extreme and exposed points of the unit ball of ＄B/H^{￥infty}＄ or ＄B/H^{￥infty}+C＄ . Characterizations of extreme and exposed points in ＄B/H^{￥infty}＄ are given. And we give conditions on ＄B＄ that the unit ball of ＄B/H^{￥infty}+C＄ has extreme points or no extreme points."

• Yokohama City Universityの論文
• 1984-00-00

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