Invariant means on bounded vector-valued functions

スポンサーリンク

概要

• 論文の詳細を見る

• Shioji and Takahashi proved that for every bounded sequence {an}n=0∞ of real numbers, { φ({an}n=0∞) | φ is a Banach limit} = ∩j=1∞$¥overline{co}$ {(n+1)-1 Σk=0n ak+m | n≥j, m≥0 }. We generalize this result to bounded sequences of vectors and also apply it to bounded measurable functions.

• 2011-07-01

著者

• Li Yuan-chuan

  Department Of Applied Mathematics National Chung-hsing University

• Li Yuan-Chuan

  Department of Applied Mathematics, National Chung-Hsing University

関連論文

• Invariant means on bounded vector-valued functions
• THE LENGTH OF CONTRACTIBILITY OF COMPACT CONTRACTIONS ON A HILBERT SPACE (Nonlinear Analysis and Convex Analysis)
• Hermitian and Positive $C$-Semigroups on Banach Spaces
• Perturbation of non-exponentially-bounded α-times integrated C-semigroups

スポンサーリンク