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Technical Sessions – Monday July 11

Technical Sessions – Monday July 11

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HB-06 IFORS 20<strong>11</strong> - Melbourne<br />

2 - Exact Analysis of Divergent Systems with Time-Based<br />

Shipment Consolidation and Compound Poisson Demand<br />

Olof Stenius, Industrial Management & Logistics, Lund<br />

University - Faculty of Engineering, Ole Römers väg 1, Box <strong>11</strong>8,<br />

SE-221 00, Lund, Sweden, olle.stenius@iml.lth.se, Gönül<br />

Karaarslan, Johan Marklund, Ton de Kok, Gudrun Kiesmüller<br />

Sustainable management of VMI systems require integration of transportation<br />

and inventory planning. In this context, a one warehouse multi-retailer system<br />

with point-of-sales data, time-based shipment consolidation and compound<br />

Poisson demand is studied. Exact costs for single- and multi-item systems are<br />

derived, and optimization of shipment interval and reorder points is provided<br />

both for systems with shortage cost and fill-rate constraints. This is done by<br />

examining the warehouse backorder distribution for each retailer.<br />

3 - Effect of Lead Time Information Sharing on the Performance<br />

of Retailer in a Supply Chain: A Simulation<br />

Study<br />

Padmapriya Pugazhendhi, Department of Management Studies,<br />

IIT Madras, Room no.453, Sarayu Hostel, IIT Madras, 600036,<br />

Chennai, TamilNadu, India, priyap.cool@gmail.com, Arshinder<br />

Kaur<br />

Supply chain risks refer to the supply and demand uncertainty which results<br />

in poor supply chain performance. An attempt has been made in this paper to<br />

model the supply side risk that arises due to supplier’s lead time uncertainty in<br />

the presence of uncertain customer demand in a single-supplier-single-retailer<br />

supply chain. A MILP model has been proposed and through simulation exercise<br />

the present work evaluates the benefit of sharing information on supplier<br />

lead time in the form of improved fill rate and reduced total cost for the retailer.<br />

4 - Innovative Dynamic Pricing Strategies under Strategic<br />

Consumer Behavior<br />

Yossi Aviv, Olin Business School, Washington University in<br />

Saint Louis, Campus Box <strong>11</strong>33, 1 Brookings Drive, 63130, Saint<br />

Louis, MO, United States, aviv@wustl.edu<br />

When implementing dynamic pricing, retailers must account for the fact that,<br />

often, strategic customers may time their purchases in anticipation of future discounts.<br />

Such strategic consumer behavior might lead to severe consequences<br />

on the retailers’ revenues and profitability. In this talk, we will discuss some<br />

ways in which sellers can adopt creative dynamic pricing schemes to optimally<br />

price products in the face of strategic consumer behavior.<br />

� HB-06<br />

Thursday, <strong>11</strong>:00-12:30<br />

Meeting Room 105<br />

Industrial Applications of Scheduling and<br />

Routing II<br />

Stream: Transportation<br />

Invited session<br />

Chair: Geir Hasle, Applied Mathematics, SINTEF ICT, P.O. Box 124<br />

Blindern, NO-0314, Oslo, Norway, geir.hasle@sintef.no<br />

1 - Optimising Line-Haul Distribution Networks Using a Vehicle<br />

Routing Algorithm<br />

Philip Kilby, NICTA, Australian National University, RSISE<br />

Building <strong>11</strong>5, North Rd ANU, 0200, Canberra, ACT, Australia,<br />

Philip.Kilby@nicta.com.au, Andrew Verden<br />

In the usual formulation of the Vehicle Routing Problem, a set of routes is<br />

calculated for a fleet of vehicles to deliver goods from depot(s) to a set of customers<br />

at minimum cost. However, in distribution systems, goods are first taken<br />

from a port or manufacturing centre, and delivered to the depots. This bulk<br />

transport phase is called "line-haul". While the line-haul problem share some<br />

common ground with the VRP, it is not usually solved using VRP solvers. In<br />

this talk, we will describe how a VRP solver was used to solve a line-haul<br />

distribution problem for an Australian food manufacturer.<br />

2 - A Multi-trip Routing Problem with Time Window and<br />

Meal Break<br />

80<br />

Suk Fung Ng, Institute of Transport and Logistics Studies,<br />

University of Sydney, ITLS, C37, Faculty of Economics and<br />

Business, 2006, Sydney, NSW, Australia,<br />

suk.ng@sydney.edu.au, Daniel Oron, San Nah Sze<br />

A multi-trip routing problem with time window and meal break consideration,<br />

motivated by a real life application in in-flight catering, is studied. Loading<br />

teams delivers packaged meals to aircraft within their transit time windows.<br />

Due to limited truck capacity, loading teams have to serve aircraft in multiple<br />

trips. An insertion and a two-stage heuristics are developed for the cases without<br />

and with workforce synchronisation, respectively. The solutions provided<br />

by the algorithms are shown to be effective and efficient compare with the one<br />

provided by the company’s professional planner.<br />

3 - Operation Control Strategies to Improve Transfers Between<br />

High-Frequency Urban Rail Lines<br />

Felipe Delgado, Transport and Logistics, Pontificia Universidad<br />

Católica de Chile, 1, Chile, fadelgab@gmail.com, Juan Carlos<br />

Muñoz, Nigel H.M. Wilson, Corey Wong<br />

In high frequency transit systems that lack coordinated transfers, groups of<br />

passengers could benefit from faster connections if selected departing vehicles<br />

were held for short periods. To solve this problem, we propose a real-time<br />

mathematical programming model for transfer’s coordination. The decision is<br />

whether or not to hold a departing vehicle at the transfer station in order to allow<br />

some, or all of the transferring passengers on an arriving vehicle to board<br />

this one. An application from the single highest-volume transfer station in the<br />

Boston subway network, Park Street, is presented.<br />

4 - A Capacitated Clustering-based Method for Newspaper<br />

Delivery Routing<br />

Geir Hasle, Applied Mathematics, SINTEF ICT, P.O. Box 124<br />

Blindern, NO-0314, Oslo, Norway, geir.hasle@sintef.no, Oddvar<br />

Kloster, Morten Smedsrud<br />

We present an efficient solver that produces clustered, balanced, and cost effective<br />

routes for distribution in a given geographical area. Through cloud computing,<br />

the optimization functionality is used by some 30 Norwegian, Swedish,<br />

and Finnish newspaper distribution companies for solving Large-scale Node<br />

Edge Arc Routing Problems (NEARP) with route duration, route balancing,<br />

and route compactness constraints. First, we solve a capacitated clustering<br />

problem. The corresponding NEARP solution is further optimized through a<br />

combination of ILS and VND.<br />

� HB-07<br />

Thursday, <strong>11</strong>:00-12:30<br />

Meeting Room 106<br />

Topics in Combinatorial Optimization III<br />

Stream: Combinatorial Optimization<br />

Invited session<br />

Chair: Juan José Salazar González, Estadística e Investigación<br />

Operativa, Universidad de La Laguna (Tenerife), Av. Astrofísico<br />

Francisco Sánchez, s/n, Facultad de Matemáticas, 38271, La Laguna,<br />

Tenerife, Spain, jjsalaza@ull.es<br />

1 - Decomposition and Sensitivity Analysis Study for the<br />

Multiple Scenario Max-min Knapsack Problem: the<br />

Profit Variations<br />

Abdelkader Sbihi, Information & Finance, Euromed<br />

Management, Marseille, France, Domaine de Luminy, BP 921,<br />

13288, Marseille cedex 9, France,<br />

Abdelkader.Sbihi@euromed-management.com<br />

We study a decomposition and profit variations sensitivity analysis for the Multiple<br />

Scenario Max-Min Knapsack Problem which is a max-min combinatorial<br />

optimization. The aim is to select the better scenario leading to the best outcome.<br />

We present a decomposition strategy by considering a sequence of knapsack<br />

problems, each related to a scenario and with a specific capacity. We study<br />

the sensitivity analysis of the optimal solution to the profits variations by building<br />

robust intervals bounding the variations. The obtained experiment results<br />

demonstrated a high efficiency of our approach.<br />

2 - Determining Clusters for Existence of Solutions for the<br />

Optimal Stars Clustering Tree Problem<br />

Michal Stern, Academic College of Tel-Aviv Yaffo, Rabenu<br />

Yeruham St., 61083, Tel-Aviv, Israel, stern@mta.ac.il, Ron

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