activity
20172025
most citedLinear structure of functions with maximal Clarke subdifferential

6 citations · 6 across the 5 of their papers we have counts for

collaborators

7 papers

math.OC2025

Lipschitz continuity of expected value under decision-dependent uncertainty with moving support

John Cotrina, Gonzalo Flores, David Salas +1

This paper addresses the problem of stochastic optimization with decision-dependent uncertainty, a class of problems where the probability distribution of the uncertain parameters…

math.FA2024

An Isometric Representation for the Lipschitz-Free Space of Length Spaces Embedded in Finite-Dimensional Spaces

Gonzalo Flores

For a domain in a finite-dimensional space , we consider the space where is the intrinsic distance in . We obtain an isometric representation of the space $…

math.FA2024

On curve-flat Lipschitz functions and their linearizations

Gonzalo Flores, Mingu Jung, Gilles Lancien +3

We show that several operator ideals coincide when intersected with the class of linearizations of Lipschitz maps. In particular, we show that the linearization of a…

math.FA2020

Index of symmetry and topological classification of asymmetric normed spaces

M Bachir, G. Flores

Let X, Y be asymmetric normed spaces and Lc(X, Y) the convex cone of all linear continuous operators from X to Y. It is known that in general, Lc(X, Y) is not a vector space. The a…

math.FA2019

Compact and Limited Operators

Mohammed Bachir, Gonzalo Flores, Sebastián Tapia-García

Let be a bounded linear operator between two normed spaces. We characterize compactness of in terms of differentiability of the Lipschitz functions defined on wi…

math.FA2018★ 6 cited

Linear structure of functions with maximal Clarke subdifferential

Aris Daniilidis, Gonzalo Flores

It is hereby established that the set of Lipschitz functions ( nonempty open subset of ) with maximal Clarke subdif…

math.FA2017

On an identification of the Lipschitz-free spaces over subsets of

Gonzalo Flores

In this short note, we develop a method for identifying the spaces for every nonempty open convex of and . Moreover, we show that…