2011
DOI: 10.1007/s10479-011-0972-6
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Improving emergency service in rural areas: a bi-objective covering location model for EMS systems

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Cited by 100 publications
(76 citation statements)
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“…However, weighted sum method, in which the weighted sum of objectives is optimized, is not suitable for our problem because this approach does not find all pareto-efficient points when the solution space is not convex (Chanta et al 2014;Das and Dennis 1997). Therefore, we selected the ε-constraint to solve the bi-objective optimization problem and to calculate the set of eco-efficient solutions.…”
Section: Computational Results: Multi-objective Approachmentioning
confidence: 99%
“…However, weighted sum method, in which the weighted sum of objectives is optimized, is not suitable for our problem because this approach does not find all pareto-efficient points when the solution space is not convex (Chanta et al 2014;Das and Dennis 1997). Therefore, we selected the ε-constraint to solve the bi-objective optimization problem and to calculate the set of eco-efficient solutions.…”
Section: Computational Results: Multi-objective Approachmentioning
confidence: 99%
“…Como alternativas se han propuesto diversas formas de medir la accesibilidad geográfica a servicios de salud, mediante medidas de densidad que se basan en la relación oferta/demanda de servicios, reconociendo restricciones en el espacio [56,57]. Esta forma de medir la accesibilidad geográfica es más coherente con la forma en la cual se planea la distribución de recursos y, por ende, podría ser más informativa para los tomadores de decisiones [22,58]. No obstante, son pocas las publicaciones que describen la accesibilidad geográfica medida como densidad y no se encuentran reportados estudios que analicen su efecto sobre el riesgo de muerte en los primeros años de vida.…”
Section: Discussionunclassified
“…Especially in essential public service facility location models, geographic equity of access to the service facilities is considered as one of the main requirements for an applicable solution. The access level can be measured in different terms such as the distance between demand points (customers) and the facilities (as in Batta et al, 2014;Maliszewski et al, 2012;Smith et al, 2013;Bell et al, 2011;Ohsawa et al, 2008;Chanta et al, 2011;Jia et al, 2007;Melachrinoudis & Xanthopulos, 2003;Ohsawa & Tamura, 2003;Mladenovic et al, 2003;López-de-los Mozos et al, 2013;Lejeune & Prasad, 2013) or the time required to access the facility from the demand points as in Mestre et al (2012) and Smith et al (2009). Ogryczak (2009) considers the generic location problem from a multicriteria perspective and formulates a model where each individual access level is minimized (see Table 2).…”
Section: Location Problemsmentioning
confidence: 99%