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math.FA2022
Lipschitz Functions on Unions and Quotients of Metric Spaces
David M. Freeman, Chris Gartland
Given a finite collection of metric spaces, each of which has finite Nagata dimension and Lipschitz free space isomorphic to , we prove that their union has…
math.MG2022
-distortion of Wasserstein metrics: a tale of two dimensions
Florent P. Baudier, Chris Gartland, Thomas Schlumprecht
By discretizing an argument of Kislyakov, Naor and Schechtman proved that the 1-Wasserstein metric over the planar grid has -distortion bounded below by a…
math.MG2022
Lipschitz Functions on Quasiconformal Trees
David M. Freeman, Chris Gartland
We first identify (up to linear isomorphism) the Lipschitz free spaces of quasiarcs. By decomposing quasiconformal trees into quasiarcs as done in an article of David, Eriksson-Biq…