AbstractWhen designing an optimization model for use in mass casualty incident (MCI) response, the dynamic and uncertain nature of the problem environment poses a significant challenge. Many key problem parameters, such as the number of casualties to be processed, will typically change as the response operation progresses. Other parameters, such as the time required to complete key response tasks, must be estimated and are therefore prone to errors. In this work we extend a multi-objective combinatorial optimization model for MCI response to improve performance in dynamic and uncertain environments. The model is developed to allow for use in real time, with continuous communication between the optimization model and problem environment. A s...
In this paper, a Casualty Collection Points (CCPs) location problem is formulated as a two-stage rob...
Effective placement of emergency response vehicles (such as ambulances, fire trucks, police cars) to...
In this paper, a Casualty Collection Points (CCPs) location problem is formulated as a two-stage rob...
When designing an optimization model for use in mass casualty incident (MCI) response, the dynamic a...
When designing an optimization model for use in mass casualty incident (MCI) response, the dynamic a...
AbstractWhen designing an optimization model for use in mass casualty incident (MCI) response, the d...
Recent emergency response operations to Mass Casualty Incidents (MCIs) have been criticised for a la...
AbstractDuring the emergency response to mass casualty incidents decisions relating to the extricati...
During the emergency response to mass casualty incidents decisions relating to the extrication, trea...
This paper presents a response model for the aftermath of a Mass-Casualty Incident (MCI) that can be...
In response to mass casualty incidents, medical aid must be provided to numerous victims synchronous...
Modeling the complex decision problems faced in the coordination of disaster response as a schedulin...
AbstractFast and efficient routing of emergency responders during the response to mass casualty inci...
Time-sensitive medical emergencies are responsible for one-third of all deaths worldwide and similar...
<div><p>The demand for medical treatment of casualties in mass casualty events (MCEs) exceeds resour...
In this paper, a Casualty Collection Points (CCPs) location problem is formulated as a two-stage rob...
Effective placement of emergency response vehicles (such as ambulances, fire trucks, police cars) to...
In this paper, a Casualty Collection Points (CCPs) location problem is formulated as a two-stage rob...
When designing an optimization model for use in mass casualty incident (MCI) response, the dynamic a...
When designing an optimization model for use in mass casualty incident (MCI) response, the dynamic a...
AbstractWhen designing an optimization model for use in mass casualty incident (MCI) response, the d...
Recent emergency response operations to Mass Casualty Incidents (MCIs) have been criticised for a la...
AbstractDuring the emergency response to mass casualty incidents decisions relating to the extricati...
During the emergency response to mass casualty incidents decisions relating to the extrication, trea...
This paper presents a response model for the aftermath of a Mass-Casualty Incident (MCI) that can be...
In response to mass casualty incidents, medical aid must be provided to numerous victims synchronous...
Modeling the complex decision problems faced in the coordination of disaster response as a schedulin...
AbstractFast and efficient routing of emergency responders during the response to mass casualty inci...
Time-sensitive medical emergencies are responsible for one-third of all deaths worldwide and similar...
<div><p>The demand for medical treatment of casualties in mass casualty events (MCEs) exceeds resour...
In this paper, a Casualty Collection Points (CCPs) location problem is formulated as a two-stage rob...
Effective placement of emergency response vehicles (such as ambulances, fire trucks, police cars) to...
In this paper, a Casualty Collection Points (CCPs) location problem is formulated as a two-stage rob...