منابع مشابه
Reply to Eberlein et al.
length of stay and increased resource utilization was reported [6]. Thus, it would be helpful, if more details on post-transplant complications between groups could be provided. The survival data, which are limited to an unadjusted Kaplan–Meier survival analysis comparing conventional with lobar LTx, make it difficult to interpret the results in context. The lobar LTx group consisted predominan...
متن کاملUniversal Uniform Eberlein Compact Spaces
A universal space is one that continuously maps onto all others of its own kind and weight. We investigate when a universal Uniform Eberlein compact space exists for weight κ. If κ = 2<κ, then they exist whereas otherwise, in many cases including κ = ω1, it is consistent that they do not exist. This answers (for many κ and consistently for all κ) a question of Benyamini, Rudin and Wage of 1977.
متن کاملUniversality of Uniform Eberlein Compacta
We prove that if μ+ < λ = cf(λ) < μא0 for some regular μ > 2א0 , then there is no family of less than μא0 c-algebras of size λ which are jointly universal for c-algebras of size λ. On the other hand, it is consistent to have a cardinal λ ≥ א1 as large as desired and satisfying λ<λ = λ and 2λ + > λ++, while there are λ++ c-algebras of size λ+ that are jointly universal for calgebras of size λ+. ...
متن کاملBallmann, Bridson-haefliger, Eberlein 0000 (copyright Holder)
The study of nonpositively curved spaces goes back to the discovery of hyperbolic space, the work of Hadamard around 1900, and Car-tan's work in the 20's. These spaces play a signiicant role in many areas: Lie group theory, combinatorial and geometric group theory, dynamical systems, harmonic maps and vanishing theorems, geometric topology, Kleinian group theory, and Teichm uller theory. In som...
متن کاملQuantum Eberlein compactifications and invariant means
We propose a definition of a “C-Eberlein” algebra, which is a weak form of a C-bialgebra with a sort of “unitary generator”. Our definition is motivated to ensure that commutative examples arise exactly from semigroups of contractions on a Hilbert space, as extensively studied recently by Spronk and Stokke. The terminology arises as the Eberlein algebra, the uniform closure of the Fourier-Stiel...
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ژورنال
عنوان ژورنال: Rocky Mountain Journal of Mathematics
سال: 2014
ISSN: 0035-7596
DOI: 10.1216/rmj-2014-44-1-179