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Technical Sessions – Monday July 11

Technical Sessions – Monday July 11

Technical Sessions – Monday July 11

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1 - Alpha-returns to Scale in Production Technology with<br />

Variable Returns to Scale<br />

Sara Zeidani, Mathematics Dept., Science and Research Branch,<br />

Islamic Azad University, Tehran-Sadeghieh-Bolvar<br />

Ferdos-Shirpur Street- Unit 20, 1477893855, Tehran, Iran,<br />

Islamic Republic Of, sara.zeidani@gmail.com, Mohsen<br />

Rostamy-Malkhalifeh, Farhad Hosseinzadeh Lotfi<br />

In this paper, we discuss about strictly increasing and decreasing returns to<br />

scale then homogeneous production technology and its relationship with alphareturns<br />

to scale was introduced. The definition of alpha-returns to scale with<br />

variable returns to scale has been evaluated (BCC model). After that new assumption<br />

and theorems are proposed and proved.<br />

2 - A New Mixed Integer Linear Model for Technology Selection<br />

Ali Asghar Foroughi, Mathematics Dept., Qom University,<br />

37161466<strong>11</strong>, Qom, Iran, Islamic Republic Of,<br />

aa_foroughi@yahoo.com<br />

In many applications of data envelopment analysis, it is desirable to select the<br />

best decision making units. In this paper a new mixed integer linear model is<br />

proposed to provide a single efficient decision making unit for technology selection.<br />

The relation between the approach and some existing methods are discussed,<br />

and it is shown that the proposed approach can overcome some drawbacks<br />

of the other methods. The contents of the paper are illustrated by several<br />

numerical examples<br />

3 - Cost Efficiency by Data Envelopment Analysis with<br />

Nonlinear Virtual Input and Output<br />

Razieh Mehrjoo, Science and Research Branch, Islamic Azad<br />

University, 1477893855, Tehran, Iran, Islamic Republic Of,<br />

mikhakf@yahoo.com, Gholam Reza Jahanshahloo, Mohsen<br />

Rostamy-Malkhalifeh<br />

A method for measuring the efficiency of decision making units (DMUs) is<br />

Data Envelopment Analysis (DEA). An underlying assumption in DEA is that<br />

the weights coupled with the ratio scales of the inputs and outputs imply linear<br />

value functions. In this paper we represent a model to measure cost efficiency<br />

for these models. To this end we give minimal cost modelfor nonlinear virtual<br />

outputs and inputs in a piece-wise linear fashion. The applicability of the proposed<br />

model is in the some real evaluating programs that are with nonlinear<br />

virtual outputs and inputs.<br />

4 - Efficiency Prediction in Decision Making Units Merger<br />

using Data Envelopment Analysis and Neural Network<br />

Vahid Behbood, Information Technology, University of<br />

Technology Sydney, 2007, Sydney, NSW, Australia,<br />

vbehbood@it.uts.edu.au, Jie Lu<br />

Overall efficiency of the system is one of the most important factors which<br />

determines the success of merging Decision Making Units (DMUs) in the system.<br />

In a successful merger, the inputs of DMUs are mixed together to produce<br />

enhanced outputs which improve the system efficiency. Hence, prediction the<br />

system efficiency prior to merger can significantly support policy makers to decide<br />

and judge appropriately. This study develops an approach to predict the<br />

system efficiency which will be changed as result of merger. The proposed approach<br />

applies Data Envelopment Analysis (DEA) to compute the efficiency of<br />

DMUs in the system based on their inputs and outputs. Afterward the Neural<br />

Network is used to learn the relationship between the inputs, outputs and efficiency<br />

of DMUs and consequently predicts the overall system efficiency. The<br />

prediction approach is validated using commercial banks data and the empirical<br />

results indicate its outstanding performance and its ability as an effective and<br />

accurate approach for finance industry.<br />

� FB-19<br />

Friday, 13:15-14:45<br />

Meeting Room 216<br />

Telecommunications<br />

Stream: Network Optimisation and Telecommunications<br />

Contributed session<br />

Chair: Raymundo Oliveira, Mathematics Institute, Federal University<br />

of Rio de Janeiro, Rua Leopoldo Miguez, 144 apt 901, Copacabana,<br />

22060-020, Rio de Janeiro, RJ, Brazil,<br />

raymundo.oliveira2010@gmail.com<br />

IFORS 20<strong>11</strong> - Melbourne FB-20<br />

1 - Optimization Algorithms for the Automatic Planning of<br />

Hybrid Access Telecommunication Networks<br />

Anderson Parreira, DSSO, Fund. CPqD, 13086902, Campinas,<br />

SP, Brazil, parreira@cpqd.com.br, Sandro Gatti, Guilherme<br />

Telles, Rivael Penze<br />

Network access planning can be stated as the problem of finding minimal cost<br />

sets of equipments and cables connecting offer and demand points in order<br />

to provide services (video, data and voice). As literature shows, this kind of<br />

problems is NP-hard. Our approach combines shortest paths algorithms and<br />

heuristics in graphs and phylogenetic tree reconstruction to create a network.<br />

To evaluate the algorithm we performed a set of experiments on real infrastructure<br />

data. Data sets are georeferenced and offer and demand points include<br />

bandwidth. The experiments have shown that the algorithm builds good network<br />

concerning cost and also visual layout.<br />

2 - Covering a Region in Telecommunication<br />

Raymundo Oliveira, Mathematics Institute, Federal University of<br />

Rio de Janeiro, Rua Leopoldo Miguez, 144 apt 901, Copacabana,<br />

22060-020, Rio de Janeiro, RJ, Brazil,<br />

raymundo.oliveira2010@gmail.com, Angela Goncalvez<br />

We consider the problem of covering a region with circles. We seek to position<br />

m antennas in a flat region with n locations (X,Y) to be covered by the antennas.<br />

Each location will be covered by the nearest antenna. It is necessary to locate<br />

the m antennas in order to minimize the longest distance antenna-location. This<br />

reduces to a MinMaxMin problem. The paper presents a new methodology, using<br />

Nelder-Mead method, which solves a nonlinear problem in a space with<br />

dimensions 2m. A set of computational results illustrate its performance.<br />

3 - Line Graph Tranformations for Minimum Cost Euler<br />

Tour with Movement Prohibition<br />

Marcos José Negreiros, MESTRADO PROFISSIONAL EM<br />

COMPUTAÇÃO, UNIVERSIDADE ESTADUAL DO CEARÁ,<br />

Av Paranjana, 1700 - Campus do Itaperi, 60740-000, Fortaleza,<br />

CEARÁ, Brazil, negreiro@graphvs.com.br, Augusto Palhano<br />

This work investigates a new procedure based on Line Graph Transformation,<br />

for solving the problem of performing Euler Tour with movement prohibitions.<br />

Previous literature consider the problem as a step forward to design comfortable<br />

Euler tours for garbage collection vehicles by using heuristics. We show new<br />

exact and metaheuristics methods for this problem and report results obtained<br />

from real life garbage collection networks.<br />

� FB-20<br />

Friday, 13:15-14:45<br />

Meeting Room 217<br />

Multi-criteria Decision Analysis<br />

Stream: Contributed Talks<br />

Contributed session<br />

Chair: Pekka Leskinen, Research Programme for Production and<br />

Consumption, Finnish Environment Institute, Joensuu, Finland,<br />

pekka.leskinen@ymparisto.fi<br />

1 - An Integrated Mathematical Optimisation Framework<br />

for Suppliers Ranking and Demand Allocation<br />

Shabnam Mojtahedzadeh Sarjami, Mathematics and Statistics,<br />

Curtin University of Technology, Kent St, Bentley WA, 6102,<br />

Perth, Western Australia, Australia,<br />

Shabnam.mojtahed@postgrad.curtin.edu.au, Louis Caccetta<br />

The supplier selection problem is to determine a portfolio of suppliers from a<br />

set of candidates that best meets the requirement of an organisation. In this<br />

paper an integrated mathematical optimisation framework is developed to effectively<br />

rank the suppliers and allocate the demand. This framework ranks<br />

the suppliers under conflicting criteria with often varying criteria importance.<br />

Then, through an optimisation model the demand is allocated to the ranked<br />

suppliers.<br />

123

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