1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.FA2023
(Almost isometric) local retracts in metric spaces
Andrés Quilis, Abraham Rueda Zoca
We introduce the notion of (almost isometric) local retracts in metric space as a natural non-linear version of the concepts of locally complemented and almost isometric ideals fro…
math.FA2022★ 1 cited
Renormings preserving local geometry at countably many points in spheres of Banach spaces and applications
Andrés Quilis
We develop tools to produce equivalent norms with specific local geometry around infinitely many points in the sphere of a Banach space via an inductive procedure. We combine this…
math.FA2021
Lipschitz retractions and complementation properties of Banach spaces
Petr Hájek, Andrés Quilis
In the present paper we introduce and study the Lipschitz retractional structure of metric spaces. This topic was motivated by the analogous projectional structure of Banach spaces…