1 citations · 1 across the 4 of their papers we have counts for
5 papers
Quasi-pseudometric modular spaces as -categories
César López-Pastor, Tatiana Pedraza, Jesús RodrÃguez-López
We prove that the category of quasi-pseudometric modular spaces whose morphisms are the nonexpansive mappings is isomorphic to a quantale enriched category. To achieve this, we con…
A revised and extended version of McShane-Whitney extensions for fuzzy Lipschitz maps
Eduardo Jiménez-Fernández, Jesús RodrÃguez-López, Aurora Sánchez-MartÃn-Orozco +1
In the paper [E. Jiménez-Fernández, J. Rodr\'ıguez-López, E. A. Sánchez-Pérez, Fuzzy Sets and Systems 406 (2021),66-81], a McShane-Whitney extension theorem is presented for…
Aggregation functions as lax morphisms of quantales
Alejandro Fructuoso-Bonet, Jesús RodrÃguez-López
We will generalize the concept of aggregation function for mathematical structures as a certain function between quantales. In fact, these functions turn to be exactly the lax morp…
Strongly quasi-pseudometric aggregation functions
Alejandro Fructuoso-Bonet, Jesús RodrÃguez-López
Metric-preserving functions (here, metric aggregation functions) offer a natural method for constructing metrics on Cartesian products of metric spaces or for aggregating multiple…
New results about aggregation functions of quasi-pseudometric modulars
Alejandro Fructuoso-Bonet, Jesús RodrÃguez-López
In recent studies, Bibiloni-Femenias, Miñana and Valero characterized the functions that aggregate a family of (quasi-)(pseudo)metric modulars defined over a fixed set into a…