Spaces of Lipschitz and Hölder functions and their applications

111 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Lipschitz compact operators (2014, result): “The principal tool is Theorem 1.2, a result proved independently by Pestov [16], Weaver [17] and Kalton [13].”
Extremal Structure and Duality of Lipschitz Free Spaces (2017, background): “the middle third Cantor set (see [24]), or being any compact metric space where the distance is composed with a nontrivial gauge (see [19]).”
On strongly norm attaining Lipschitz maps (2018, methodology): “We refer the reader to [33] and [41] for background on Hölder metric spaces and the structure of their Lipschitz-free spaces.”
Free Spaces Over Some Proper Metric Spaces (2014, background): “6 in [11] to obtain that the space S is isomorphic to a subspace of c0(N): Lemma 3.”