N. Kalton

activity

19982008

most citedBest constants for Lipschitz embeddings of metric spaces into c_0

3 citations · 6 across the 5 of their papers we have counts for

collaborators

Showing 2008Show all

3 papers · 1 filter

math.FA2008

On Banach Spaces containing $l_{p}$ or $c_{0}$

George Androulakis, Nigel Kalton, Adi Tcaciuc

We use the Gowers block Ramsey theorem to characterize Banach spaces containing isomorphs of $ℓ_{p}$ (for some $1 \leq p < \infty$ ) or $c_{0}$ .

math.FA2008

Asymptotic Unconditionality

S. R. Cowell, N. J. Kalton

We show that a separable real Banach space embeds almost isometrically in a space $Y$ with a shrinking 1-unconditional basis if and only if $\lim_{n \to \infty} \|x^* + x_n^*\| = \…

math.FA2008★ 2 cited

A new approach to the Ramsey-type games and the Gowers dichotomy in F-spaces

G. Androulakis, S. J. Dilworth, N. J. Kalton

We give a new approach to the Ramsey-type results of Gowers on block bases in Banach spaces and apply our results to prove the Gowers dichotomy in F-spaces.

On Banach Spaces containing lp​ or c0​

Asymptotic Unconditionality

A new approach to the Ramsey-type games and the Gowers dichotomy in F-spaces

On Banach Spaces containing $l_{p}$ or $c_{0}$