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On non-surjective coarse isometries between Banach spaces

open access: yesQuaestiones Mathematicae, 2019
Assume that X; Y are real Banach spaces, Y has uniform convexity of type p (≥ 1), and f : X → Y is a standard coarse isometry. In this paper, we show that if∫ ∞      εf(S) 1/P                     __________ ds < ∞,    1      S1 + 1/pthen there is a ...
Sijie Luo, Lixin Cheng, Longfa Sun
exaly   +1 more source
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Finite approximation properties of C∗-modules

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Limits of strongly irreducible operators, and the Riesz decomposition theorem.

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On a unitary version of Suzuki's exponential product formula

Journal of the Mathematical Society of Japan, 1996
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