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Technical Sessions – Monday July 11

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TA-15 IFORS 20<strong>11</strong> - Melbourne<br />

4 - The Back Propagation Algorithm Using the Bi-<br />

Hyperbolic Activation Function<br />

Geraldo Miguez, COPPE / PESC, Universidade Federal do Rio<br />

de Janeiro, Brazil, R Mariz e Barros, 652/502, 20270-002, Rio de<br />

Janeiro, RJ, Brazil, geraldomiguez@yahoo.com, Nelson<br />

Maculan Filho, Adilson Elias Xavier<br />

Back propagation algorithm is one of the most used tools for training artificial<br />

neural networks. However, in some practical applications it may be very<br />

slow. To allow a broader use, many techniques were discussed to speed up<br />

its performance. This paper presents a new strategy based in the use of the<br />

Bi-hyperbolic function that offers more flexibility and a faster evaluation time.<br />

The efficiency and the discrimination capacity of the proposed methodology are<br />

shown through a set of computational experiments with traditional problems of<br />

the literature.<br />

� TA-15<br />

Tuesday, 9:00-10:30<br />

Meeting Room 208<br />

Weapon Systems Analysis<br />

Stream: Military, Defense and Security Applications<br />

Invited session<br />

Chair: Won Joon Jang, Defense Industry Team, Korea Institute for<br />

Industrial Economics and Trade, Hoegi-ro 66, Dongdaemun-gu,<br />

133-771, Seoul, Korea, Republic Of, wjjang47@snu.ac.kr<br />

1 - The RAM Goal Setting Model with the use of OMS/MP<br />

Analysis for the Weapon System Development<br />

Won Joon Jang, Defense Industry Team, Korea Institute for<br />

Industrial Economics and Trade, Hoegi-ro 66, Dongdaemun-gu,<br />

133-771, Seoul, Korea, Republic Of, wjjang47@snu.ac.kr,<br />

Kyung Yong Kim<br />

The paper presents the RAM Goal Setting model with the basis of<br />

wartime/peacetime OMS/MP results and its Total Down Time factors for the<br />

development of the weapon system. Based on both previous studies, the peer<br />

review results and various proven techniques, it presents the RAM goal setting<br />

model with its real implementation case study result. It verifies with ALPHA<br />

simulation tools, too. It could provide the basis of its development of weapon<br />

system and it could contribute both to enhance its operational availability and<br />

to reduce the Total Ownership Cost during its whole service life time.<br />

2 - Integrated Survivability for ADF Land Platforms<br />

Patrick Taliana, Defence, DSTO, PO Box 1500, 5<strong>11</strong>1,<br />

Edinburgh, South Australia, Australia,<br />

patrick.taliana@dsto.defence.gov.au<br />

Land platforms may be engaged by a wide variety of threats which can be difficult<br />

to predict and are constantly evolving. There are numerous technologies<br />

that have the potential to improve the probability of survival of land platforms.<br />

Deciding what mix of technologies maximises probability of survival is a non<br />

trivial task. Many researchers have adopted the Classical Survivability Onion<br />

model to represent the integrated survivability problem space. This report will<br />

outline the limitations of the classical Onion model and preset an alternative<br />

Integrated Survivability strategy called DESIST.<br />

3 - Network Optimization Models for Resource Allocation<br />

in Developing Military Countermeasures<br />

Boaz Golany, Industrial Engineering & Management, Technion -<br />

Israel Institute of Technology, Technion City, 32000, Haifa,<br />

Israel, golany@ie.technion.ac.il, Moshe Kress, Michal Penn,<br />

Uriel G. Rothblum<br />

The paper considers an arms race where an attacker develops new weapons and<br />

a defender develops countermeasures that mitigate the effects of the weapons.<br />

We address the defender’s decision problem: given limited resources, which<br />

countermeasures to develop and how much to invest in their development so as<br />

to minimize the damage caused by the attacker’s weapons over a certain horizon.<br />

The problem is formulated as constrained shortest path model and variants<br />

thereof. The potential applicability and robustness of this approach with respect<br />

to various scenarios is demonstrated.<br />

36<br />

� TA-16<br />

Tuesday, 9:00-10:30<br />

Meeting Room 209<br />

Metaheuristics for Scheduling in<br />

Manufacturing<br />

Stream: Scheduling<br />

Invited session<br />

Chair: Frédéric Dugardin, LOSI, University of Technology of Troyes,<br />

12, rue Marie Curie, 10010, Troyes, France, frederic.dugardin@utt.fr<br />

Chair: Farouk Yalaoui, Institut Charles Delaunay, ICD LOSI,<br />

University of Technology of Troyes, 12, Rue Marie Curie BP 2060,<br />

10000, Troyes, France, farouk.yalaoui@utt.fr<br />

Chair: Lionel Amodeo, Charles Delaunay Institute, University of<br />

Technology of Troyes, 12 Rue Marie Curie BP2060, 10000, Troyes,<br />

France, lionel.amodeo@utt.fr<br />

1 - Fuzzy-Lorenz Algorithm to Solve Multi-objective Reentrant<br />

Scheduling Problem<br />

Frédéric Dugardin, LOSI, University of Technology of Troyes,<br />

12, rue Marie Curie, 10010, Troyes, France,<br />

frederic.dugardin@utt.fr, Farouk Yalaoui, Lionel Amodeo<br />

This paper deals with the multi-objective scheduling of a reentrant hybrid flowshop.<br />

In this study the two different objectives are the makespan and the sum<br />

of the total tardiness minimization. The system is composed of several stages<br />

which involves several parallel identical machines. Moreover each task must<br />

be processed more than once at each stage. This problem is solved using the<br />

Lorenz dominance which involves more parameters than the Pareto one. In this<br />

study we use Fuzzy logic Controller to adapt the value of these parameters to<br />

improve the results of the previous algorithm. This algorithm is tested on several<br />

instances from the literature and compared with some of the best known<br />

algorithms.<br />

2 - New Heuristic for Solving the Minimization of Tool<br />

Switches Problem<br />

Horacio Yanasse, LAC, INPE, Av. dos Astronautas 1758, CP 515<br />

- INPE/CTE, 12227-010, São José dos Campos, SP, Brazil,<br />

horacio@lac.inpe.br, Edson Senne, Rita de Cássia Meneses<br />

Rodrigues<br />

In the minimization of tool switches problem we seek a sequence to process a<br />

set of jobs so that the number of tool switches required is minimized. In this<br />

work we present a new heuristic for solving this problem based on generating<br />

a surrogate potentially smaller sized instance of MTSP, whose solution can be<br />

used to build a solution to the original instance. To obtain this solution to the<br />

MTSP we propose a heuristic based on partial ordered job sequences. Computational<br />

test results are presented showing that the proposed heuristic has an<br />

improved performance compared with previous proposed schemes.<br />

3 - A Fuzzy Logic Controller to Solve a Scheduling Problem<br />

Naim Yalaoui, Institut Charles Delauney, Université de<br />

Technologie de Troyes, 12, Rue Marie Curie, 10000, Troyes,<br />

France, naim.yalaoui@utt.fr, Lionel Amodeo, Farouk Yalaoui,<br />

Halim Mahdi<br />

In this paper, we deal with a specific scheduling problem. This one is an hybrid<br />

flow shop problem. The jobs are processed on parallel unknown machines in<br />

each stage. Those are pre assigned to the machines. In some stages, the jobs are<br />

processed on a fictive machine. The objective function is to minimize the total<br />

tardiness. We propose an exact method based on a complete enumeration and<br />

different metaheuristics such as a genetic algorithm, genetic algorithm under<br />

fuzzy logic-control, a particle swarm algorithm and particle swarm algorithm<br />

under fuzzy logic-control. The tests examples were generated using a specific<br />

protocol. The obtained results are very interesting.

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