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Back Matter Source: Operations Research, Vol. 47, No. 1 (Jan. - Feb., 1999), pp. 171-173 Published by: INFORMS Stable URL: http://www.jstor.org/stable/222904 . Accessed: 08/05/2014 18:06 Your use of the JSTOR archive indicates your acceptance of the Terms & Conditions of Use, available at . http://www.jstor.org/page/info/about/policies/terms.jsp . JSTOR is a not-for-profit service that helps scholars, researchers, and students discover, use, and build upon a wide range of content in a trusted digital archive. We use information technology and tools to increase productivity and facilitate new forms of scholarship. For more information about JSTOR, please contact [email protected]. . INFORMS is collaborating with JSTOR to digitize, preserve and extend access to Operations Research. http://www.jstor.org This content downloaded from 169.229.32.137 on Thu, 8 May 2014 18:06:57 PM All use subject to JSTOR Terms and Conditions
Transcript

Back MatterSource: Operations Research, Vol. 47, No. 1 (Jan. - Feb., 1999), pp. 171-173Published by: INFORMSStable URL: http://www.jstor.org/stable/222904 .

Accessed: 08/05/2014 18:06

Your use of the JSTOR archive indicates your acceptance of the Terms & Conditions of Use, available at .http://www.jstor.org/page/info/about/policies/terms.jsp

.JSTOR is a not-for-profit service that helps scholars, researchers, and students discover, use, and build upon a wide range ofcontent in a trusted digital archive. We use information technology and tools to increase productivity and facilitate new formsof scholarship. For more information about JSTOR, please contact [email protected].

.

INFORMS is collaborating with JSTOR to digitize, preserve and extend access to Operations Research.

http://www.jstor.org

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0

Christos Alexopoulos is an Associate Professor in the School of Industrial and Systems Engineering at the Geor- gia Institute of Technology. His research interests are in the areas of applied probability, statistics, and optimization of stochastic systems. His recent work involves problems related to the optimal design of telecommunications and transportation systems. Dr. Alexopoulos is a member of INFORMS and the INFORMS College on Simulation. He served as a coeditor for the Proceedings of the 1995 Win- ter Simulation Conference. Akram A. El-Tannir is cur- rently a visiting Assistant Professor at American University of Beirut, Lebanon. His research interests are in the area of stochastic processes and their applications in business and management. Prior to his present position, he worked in Kuwait as a consultant on management and information systems. Richard F. Serfozo is a Professor in the School of Industrial and Systems Engineering at the Georgia Insti- tute of Technology. His current research is on the charac- terization of flows in stochastic networks and spatial queueing systems.

Igor Averbakh is an Assistant Professor of Operations Re- search and Applied Mathematics at Western Washington University. He is an author of more than 30 journal papers in combinatorial optimization, integer programming, sto- chastic optimization, and networks algorithms. Oded Ber- man is a full Professor and the former Associate Dean of Programs at the Joseph L. Rotman School of Management at the University of Toronto. He has published over 100 articles and has contributed to several books in his field. He is the Area Editor of Services and Military for Opera- tions Research, Associate Editor of Management Science and Transportation Science, and member of the editorial boards for Computers and Operations Research and the Journal of Service Research.

Oded Berman, see Igor Averbakh.

Margaret L. Brandeau is a Professor in the Department of Industrial Engineering and Engineering Management, Stanford University. Her research interests include AIDS policy analysis and manufacturing systems modeling. She is currently funded by a grant from the National Institute on Drug Abuse entitled "Public-Health Impact and Cost Ef- fectiveness of HIV Interventions." The goal of the re- search is to develop and apply standardized mathematical and economic models for assessing the impact and cost- effectiveness of HIV- and drug abuse-related interven- tions. M. Eric Johnson is an Associate Professor at the Owen Graduate School of Management, Vanderbilt Uni- versity. Through grants from the National Science Founda- tion, Hewlett-Packard Company and Pepsi-Cola, he is conducting research in supply chain logistics including

manufacturing capacity planning, material handling system design, and inventory measurement and control. His arti- cles have appeared in such journals as Management Sci- ence, Operations Research, Naval Research Logistics, IIE Transactions, and Transportation Science. He is currently an associate editor for Operations Research, Production and Operations Management, and Manufacturing & Service Op- erations Management.

Ron Brookmeyer, see Edward H. Kaplan.

Victoria C.P. Chen is an Assistant Professor in the School of Industrial and Systems Engineering at the Georgia In- stitute of Technology. David Ruppert is a Professor in the School of Operations Research and Industrial Engineering and Christine A. Shoemaker is a Professor in the School of Civil and Environmental Engineering, both at Cornell University. The paper in this issue resulted from a unique fusion of statistics and optimization methodologies and re- flects the authors' interest in collaborations across disci- plines of operations research.

Anne De Jongh has recently completed a Ph.D. in Opera- tions Research at the Universite Libre de Bruxelles. Her dissertation written under the supervision of Martine Labbe and Michel Gendreau dealt with various bifurcated routing problems encountered in telecommunications net- works. Michel Gendreau is a Professor at the Departement d'informatique et recherche operationnelle and Deputy Director of the Centre for Research on Transportation of the Universite de Montreal. His research interests cover a wide range of topics in transportation and telecommunica- tions planning. Martine Labbe is a Professor at the Institut de Statistique et Recherche Operationnelle of the Univer- site Libre de Bruxelles. Her main research areas are com- binatorial optimization, location theory, and network design.

Robert B. Dial is an Operations Research Analyst with the U.S. Department of Transportation's John R. Volpe Na- tional Transportation Systems Center. Besides network optimization models and algorithms, his current research includes the design and implementation of real-time demand-responsive routing and scheduling systems.

Akram A. El-Tannir, see Christos Alexopoulos.

Michel Gendreau, see Anne De Jongh.

M. Eric Johnson, see Margaret L. Brandeau.

Markku Kallio is a Professor of Management Science at the Helsinki School of Economics and Business Adminis- tration, and Charles H. Rosa is a consultant with the re- search group in the SABRE Group. Part of the work

171

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172 / Contributors

described in their article was undertaken while both au- thors were research scientists at the International Institute for Applied Systems Analysis (IIASA) in Laxenburg, Austria.

Edward H. Kaplan is a Professor of Management Sciences and Public Health at the Yale School of Management. His research on modeling and evaluating AIDS interventions has been recognized with the 1992 Edelman Award and the 1994 Lanchester Prize. He coedited with Margaret L. Brandeau the book Modeling the AIDS Epidemic: Planning, Policy and Prediction (Raven Press, 1994). Ron Brookm- eyer is a Professor of Biostatistics at the School of Hygiene and Public Health of Johns Hopkins University. The recip- ient of the 1992 Spiegelman Gold Medal from the Ameri- can Public Health Association for contributions to health statistics, he is a Fellow of the American Statistical Asso- ciation. He coauthored with Mitchell H. Gail the book AIDS Epidemiology: A Quantitative Approach (Oxford Uni- versity Press, 1994). Their collaboration stemmed from their concern that insufficient information is available re- garding recent HIV incidence.

L. Robin Keller is an Associate Professor of Operations and Decision Technologies at the Graduate School of Management, University of California, Irvine. Her profes- sional interests include decision analysis, risk analysis, and problem structuring. She served as a program director for the Decision, Risk, and Management Science Program at the National Science Foundation from 1989-91. She has been active in TIMS, ORSA, and INFORMS, including serving as TIMS Vice President-Finance, Founding Director-at-Large for INFORMS, and Chair-elect for the Decision Analysis Society of INFORMS. Craig W. Kirk- wood is a Professor of Management Science at the College of Business, Arizona State University. His professional in- terests include large-scale decision analysis models and de- cision analysis using partial or approximate information. Prior to joining Arizona State University, he was in the decision analysis group at Woodward-Clyde Consultants, San Francisco, where he conducted decision and risk anal- ysis for management and engineering decision making. He has been active in ORSA, TIMS, and INFORMS, includ- ing serving as Treasurer of ORSA and INFORMS.

Craig W. Kirkwood, see L. Robin Keller.

Martine Labbe, see Anne DeJongh.

Pierre L'Ecuyer is a Professor in the Department of Com- puter Science and Operations Research at the University of Montreal. His current research focuses on stochastic discrete event simulation, with special emphasis on ran- dom number generation, optimization, and efficiency im- provement via variance reduction.

Zhaotong Lian, see Liming Liu.

Bin Liu, see Jing-Sheng (Jeannette) Song.

Liming Liu is an Assistant Professor in the Department of Industrial Engineering and Engineering Management at the Hong Kong University of Science and Technology. His research interest includes inventory models, queueing models, performance and optimization of assembly sys- tems, and inventory control in manufacturing/logistics net- work settings. Zhaotong Lian is a research (postdoctoral) fellow in the Department of Mechanical and Industrial Engineering at the University of Massachusetts. This work is an outgrowth from part of Dr. Lian's dissertation with Professor Liu who has been studying different perishable inventory models over the past several years. Dr. Lian is now working in the areas of the supply chain management and agent-based artificial intelligence.

Kevin F. McCardle, see James E. Smith.

Charles H. Rosa, see Markku Kallio.

David Ruppert, see Victoria C.P. Chen.

Richard F. Serfozo, see Christos Alexopoulos.

Christine A. Shoemaker, see Victoria C.P. Chen.

Yves Smeers, see Jing-Yuan Wei.

James E. Smith is an Associate Professor and Kevin F. McCardle is a Professor of Decision Sciences at the Fuqua School of Business at Duke University. Their article is part of their ongoing research on developing methodology for valuing risky projects, emphasizing modeling options asso- ciated with projects, and incorporating information from futures and options markets.

Jing-Sheng (Jeannette) Song is an Associate Professor at the Graduate School of Management, University of Cali- fornia at Irvine. Her primary research interests lie in pro- duction and inventory management. The current paper reflects her continued effort in computing and understand- ing order-based performances in assemble-to-order manu- facturing systems. Susan H. Xu is an Associate Professor at the Smeal College of Business Administration, Penn State University. Her primary research interest is centered on modeling, design, performance evaluation, and optimal control of stochastic systems and their applications in man- ufacturing, logistics, and communication systems. This pa- per reflects her interest in understanding the inner structure and behavior of correlated operating systems. Bin Liu is on the Research Staff of The Institute of Ap- plied Mathematics, Chinese Academy of Sciences. Dr. Bin Liu's research interest is in stochastic modeling and inven- tory theory.

Robert H. Storer, see S. David Wu.

Jing-Yuan Wei is a consultant with IDS Consultancy Ltd., Singapore. His consulting areas include supply chain mod- els, ammunition storage, international telecommunication network planning and manpower planning. This paper is

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Contributors / 173

an outgrowth of his dissertation in mathematical engineer- ing at the Universite Catholique de Louvain, Belgium. Yves Smeers is a Professor of Industrial Engineering at the Universite Catholique de Louvain and scientific advisor for the Belgian power company, Electrabel. His research in- terest focuses on market simulation and risk management in deregulated gas and electricity industries.

S. David Wu is a Professor and the Interim Chair of the Industrial and Manufacturing Systems Engineering (IMSE) Department at Lehigh University. His current re- search is in manufacturing logistics with an emphasis on planning and scheduling robustness, combinatorial optimi- zation, and distributed decision mechanisms. Eui-Seok Byeon is a Research Fellow in the Korea Transport Insti-

tute. He received his Ph.D. in industrial engineering from Lehigh University. His current research is in logistic infor- mation systems and production planning and scheduling. Robert H. Storer is an Associate Professor of IMSE at Lehigh University. His research interests lie in manufac- turing logistics and include work on combinatorial optimi- zation, scheduling, and process monitoring. The work described in this article is based on Byeon's dissertation under the supervision of Wu. The authors have published several related articles on robust scheduling in IEEE Transactions on Robotics and Automation, Naval Research Logistics, and IIE Transactions (with Leon).

Susan H. Xu, see Jing-Sheng (Jeannette) Song.

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I A I A I * * I A I.

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Classify manuscript under one, two, or three subject categories. A complete list of subject categories appears on adjacent pages in most issues of this journal. For every subject category chosen, write a short phrase that places the manuscript in its proper context within the subject category. The total length of each phrase, including spaces and punctuation, must not exceed 60 characters.

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Please refer to the Copyright Transfer Agreement or to Operations Research Editorial Policy, Section 16, for instructions on choosing the appropriate categories and accompanying phrases for your paper.

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Asset pricing Capital budgets Capital rationing Corporate finance Depreciation Investment Investment criteria Management Portfolio Securities Taxation Working capital

Financial institutions Banks Brokerage/trading Insurance Investment

Forecasting Applications

Forecasting (continued) ARIMA processes Delphi technique Regression Time series

Games/group decisions Bargaining Bidding/auctions Cooperative Differential Gambling Nonatomic Noncooperative Stochastic Teams Voting/committees

Government Agencies Defense Elections Energy policies Foreign policy Programs Regulations Services Tax policy

Health care Ambulance service Blood bank Diagnosis Epidemiology Hospitals Pharmaceutical Treatment

Industries Agriculture/food Chemical Communications/journalism Computer/electronic Electric Hotel/motel Lumber/wood Machinery Mining/metals Petroleum/natural gas Pharmaceutical Recreation/sports Real estate Textiles/apparel Transportation/shipping

Information systems Analysis and design Decision support systems Expert systems Management

Inventory/production Applications Approximations/heuristics Multi-item/echelon/stage Operating characteristics Perishable/aging items Planning horizons Policies

Disposal/issuing Maintenance/replacement Marketing/pricing

Inventory/production (continued)

Review/lead times Scale-diseconomies/

smoothing Scale-diseconomies/lot-sizing Sensitivity analysis Uncertainty

Deterministic Stochastic

Judicial/legal Crime Crime prevention Law Penal system

Labor Libraries Manufacturing

Automated systems Performance/productivity Strategy

Marketing Advertising and media Buyer behavior Channels of distribution Choice models Competitive strategy Estimation/statistical

techniques Industrial marketing International marketing Marketing mix Measurement New products Pricing Product policy Promotion Retailing and wholesaling Salesforce Scaling methods Segmentation

Mathematics Combinatorics Convexity Functions Fixed points Piecewise linear Matrices Sets Systems solution

Military Cost effectiveness Defense systems Force effectiveness Logistics Personnel Search/surveillance Stochastic duels Tactics/strategy Targeting Warfare models

Natural resources Energy Land development Water resources

Networks/graphs Applications

Networks/graphs (continued) Distance algorithms Flow algorithms Generalized networks Heuristics Matchings Multicommodity Stochastic Theory Traveling salesman Tree algorithms

Organizational studies Behavior Decision making Design Effectiveness/performance Goals Information Leadership Manpower planning Motivation/incentives Personnel Productivity State-owned Strategy Structures

Philosophy of modeling Planning

Community Corporate Government Urban

Population Family planning

Probability Applications Clearing processes Crossing problems Diffusion Distribution comparisons Distributions Entropy Markov processes Random walk Renewal processes Regenerative processes Stochastic model

applications Production/scheduling

Applications Approximations/heuristic Cutting stock/trim Flexible manufacturing/

line balancing Learning Planning Sequencing

Deterministic Single machine Multiple machine

Stochastic Professional

Addresses Comments on Humor/satire Journal policies Obituaries

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Professional (continued) OR/MS education OR/MS implementation OR/MS philosophy OR/MS policy/standards

Programming Complementarity Fractional Geometric Infinite dimensional Integer

Algorithms Benders/decomposition Branch-and-bound Cutting plane/

facet generation Group Heuristic Relaxation/subgradient

Applications Nonlinear Theory Interval Linear

Algorithms Applications Large-scale systems Parametric Theory

Multiple criteria Nondifferentiable Nonlinear

Algorithms Applications Theory

Programming (continued, Unconstrained Quadratic Stochastic

Project management CPM GERT PERT Resource constraints VERT

Queues Algorithms Applications Approximations Balking and reneging Batch/bulk Birth-death Busy period analysis Cyclic Diffusion models Feedback Limit theorems Markovian Multichannel Networks Nonstationary Optimization Output process Priority Simulation Statistical inference Tandem Transient results

Recreation and sports

Reliability Availability Coherent structures Failure models Inspection Life distributions Maintenance/repairs Multistate systems Quality control Redundancy/spares Replacement/renewal System safety Shock models

Research and development Innovation Project selection

Search and surveillance Simulation

Applications Design of experiments Efficiency Languages Random variable generation Statistical analysis System dynamics

Space program Statistics

Analysis of variance Bayesian Censoring Cluster analysis Correlation Data analysis Design of experiments

Statistics (continued) Estimation Nonparametric Pattern analysis Sampling Time series

Technology Transportation

Automobile Costs Freight/materials handling Fuel Mass transit Models

Assignment Network Location Traffic

Safety/injuries Scheduling

Personnel Vehicles

Taxis/limousines Travel

Mode/route choice Vehicle routing

Utility/preference Applications Estimation Multiattribute Theory Value theory

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