Andrés Quilis

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20212026

most citedOn projectional skeletons and the Plichko property in Lipschitz-free Banach spaces

1 citations · 2 across the 12 of their papers we have counts for

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math.FA2026

Affine Approximation in Finite Nagata Dimension and Applications to Lipschitz-free spaces

Mingu Jung, Colin Petitjean, Antonín Prochazka +1

We show that if $M$ is a metric space of Nagata dimension at most $d$ , then there exists an atlas on $M$ modeled on $R^{d}$ such that every Lipschitz map $f : M \to Y$ (with val…

math.MG2026

Universality of Lipschitz quotients and the curve-flat index

Jaan Kristjan Kaasik, Andrés Quilis

We study universality of Lipschitz quotients. First, we modify a construction of Johnson, Lindenstrauss, Preiss and Schechtman to obtain a complete separable metric space that has…