superreflexivity
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English
[edit]Alternative forms
[edit]Etymology
[edit]From super- + reflexivity.
Pronunciation
[edit]Noun
[edit]superreflexivity
- (mathematics) The condition of being superreflexive
- 2015, Siu Lam Leung, Sarah Nelson, Sofiya Ostrovska, Mikhail Ostrovskii, “Distortion of embeddings of binary trees into diamond graphs”, in arXiv[1]:
- Some results for these families of graphs are parallel to each other, for example superreflexivity of Banach spaces can be characterized both in terms of binary trees (Bourgain, 1986) and diamond graphs (Johnson-Schechtman, 2009).