@misc{10481/75295,
year = {2022},
month = {5},
url = {http://hdl.handle.net/10481/75295},
abstract = {We analyze the basic structure of certain metric models, which are constituted by an
index I acting on a metric space (D; d) representing a relevant property of the elements of D.
We call such a structure (D; d; I) an index space and define on it normalization and consistency
constants that measure to what extent I is compatible with the metric d. The “best” indices are those
with such constants equal to 1 (standard indices), and we show an approximation method for other
indices using them. With the help of Lipschitz extensions, we show how to apply these tools: a new
model for the triage process in the emergency department of a hospital is presented.},
organization = {MCIN/AEI	PID2019-105708RB},
organization = {ERDF A way of making Europe},
organization = {Catedra de Transparencia y Gestion de Datos, Universitat Politecnica de Valencia, Generalitat Valenciana},
publisher = {Vilnius University},
keywords = {Metric model},
keywords = {Index space},
keywords = {Standard index},
keywords = {Lipschitz extension},
keywords = {Triage},
title = {Index spaces and standard indices in metric modelling},
doi = {10.15388/namc.2022.27.27493},
author = {Erdogan, Ezgi and Jiménez Fernández, Eduardo},
}