Richard J. Smith

activity

20072019

most citedThe Metric Approximation Property and Lipschitz-Free Spaces over Subsets of

R^{N}

22 citations · 82 across the 16 of their papers we have counts for

collaborators

Showing 2015Show all

2 papers · 1 filter

math.FA2015★ 8 cited

Smooth and polyhedral approximation in Banach spaces

Victor Bible, Richard J. Smith

We show that norms on certain Banach spaces $X$ can be approximated uniformly, and with arbitrary precision, on bounded subsets of $X$ by $C^{\infty}$ smooth norms and polyhedral n…

math.FA2015★ 22 cited

The Metric Approximation Property and Lipschitz-Free Spaces over Subsets of $R^{N}$

Eva Pernecká, Richard J. Smith

We prove that for certain subsets $M \subseteq R^{N}$ , $N ⩾ 1$ , the Lipschitz-free space $F (M)$ has the metric approximation property (MAP), with respect t…

Smooth and polyhedral approximation in Banach spaces

The Metric Approximation Property and Lipschitz-Free Spaces over Subsets of RN

The Metric Approximation Property and Lipschitz-Free Spaces over Subsets of $R^{N}$