نتایج جستجو برای: covering location allocation problem

تعداد نتایج: 1187700  

Journal: :international journal of industrial engineering computations 2013

2017
Mohd Hafiz Azizan Lutfi W. M. Hatta Cheng Siong Lim Soo Siang Teoh

Received Feb 14, 2017 Revised May 30, 2017 Accepted Aug 11, 2017 Ambulance location is one of the critical factors that determine the efficiency of emergency medical services delivery. Maximal Covering Location Problem is one of the widely used ambulance location models. However, its coverage function is considered unrealistic because of its ability to abruptly change from fully covered to unco...

In this paper, a model is presented to locate ambulances, considering backup facility (to increase reliability) and the restriction of ambulance capacity. This model is designed for emergencies. In this model the covered demand for each demand point depends on the number of coverage times and the amount of demand. The demand amount and ambulance coverage radius are considered...

The paper discusses the location-allocation model for logistic networks and distribution centers through considering uncertain parameters. In real-world cases, demands and transshipment costs change over the period of the time. This may lead to large cost deviation in total cost. Scenario based robust optimization approaches are proposed where occurrence probability of each scenario is not know...

Journal: :IEEE Transactions on Services Computing 2021

With the ever increasing number of functionally similar web services being available on Internet, market competition is becoming intense. Web service providers (WSPs) realize that good Quality Service (QoS) a key business success and low network latency critical measurement QoS. Because related to location, straightforward way reduce allocate proper locations. However, Location Allocation Probl...

Journal: :amirkabir international journal of electrical & electronics engineering 2014
m. rabbani a. tavakoli

a new guideline for proper allocation of multipoles in the multiple multipole method (mmp) is proposed. in an ‘a posteriori’ approach, subspace fitting (ssf) is used to find the best location of multipole expansions for the two dimensional dielectric scattering problem. it is shown that the best location of multipole expansions (regarding their global approximating power) coincides with the med...

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