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math.FA2023
Lipschitz-free spaces over properly metrisable spaces and approximation properties
Richard J. Smith, Filip Talimdjioski
Let be a topological space admitting a compatible proper metric, that is, a locally compact, separable and metrisable space. Let be the non-empty set of all pro…
math.FA2023★ 7 cited
Convex integrals of molecules in Lipschitz-free spaces
Ramón J. Aliaga, Eva Pernecká, Richard J. Smith
We introduce convex integrals of molecules in Lipschitz-free spaces as a continuous counterpart of convex series considered elsewhere, based on the de Leeuw repres…