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INFORMS Nashville – 2016
323
2 - Reliability Of Transit Connections For Informed Traveler
Decision-making
Michael Redmond, University of Iowa, Iowa City, IA, 52240,
United States,
michael-a-redmond@uiowa.edu,
Ann Melissa Campbell, Jan Fabian Ehmke
When faced with the decision of journeying from an origin to a destination,
travelers have a multitude of options and criteria for making this decision. Travel
websites generally look at price and travel time, leaving out the important
component of reliability. We compute the probability of making all of the required
connections and arriving on-time at the destination and refer to this as reliability.
We utilize publicly available airline data to model the probability distributions and
will present the reliability associated with different paths between several origin
and destination pairs involving different hubs and start times.
3 - Stochastic Multi-period Orienteering With Time Windows And
Uncertain Customer Adoption
Shu Zhang, Chongqing University, Chongqing, China,
zhangshu@cqu.edu.cn, Jeffrey W Ohlmann, Barrett Thomas
We introduce an orienteering problem in which a sales representative visits
customers over a multi-period horizon to increase the chance of customer
adoption. Each customer’s adoption likelihood is uncertain and evolves
stochastically over the horizon. The salesperson may experience queueing after
arrival and the wait times are uncertain. We model the problem as a Markov
decision process and propose heuristic approaches to facilitate decision making. In
the computational experiments, we demonstrate the effectiveness of our heuristic
methods on various customer behaviors.
4 - Application Of A Robust Approach For Vessel Crew Scheduling
Seda Sucu, University of Strathclyde, 130 Rottenrow Gardens, Sir
Willam Duncan Building, Glasgow, G4 0QE, United Kingdom,
seda.sucu@strath.ac.uk,Kerem Akartunali, Robert van der Meer
Crew scheduling problems have a significant place among the NP-Hard problems,
and are very popular especially in the transportation settings. Although there are
many studies in airline crew scheduling, there is a lack of literature for crew
scheduling for offshore supply vessels. In our problem, we focus on having a
robust crew schedule to handle unexpected weather conditions and changes in
crew members’ conditions for a global vessel company with long planning
horizon.
TC60
Cumberland 2- Omni
Network Optimization for Efficiency,
Sustainability and Resilience
Sponsored: TSL, Urban Transportation
Sponsored Session
Chair: Mohammadali Shirazi, TAMU, College Station, TX,
United States,
alishirazi@email.tamu.edu1 - A Fast Method To Estimate The Minimal Revenue Tolls In
Large-scale Roadway Networks
Mohammadali Shirazi, TAMU,
alishirazi@email.tamu.eduThe minimum toll revenue problem is one of the models that were proposed for
toll pricing. When applied to real and large-scale road networks, this model is
difficult to be solved optimally in reasonable time, due to its large size. We
propose a fast method to estimate the minimal revenue tolls in large-scale road
networks using the dynamic penalty function method. The proposed method also
allows measuring the improvement of the network when the system flows are
considered only for a subset of network links.
2 - Pothole Repair Planning
Fatemeh Aarabi, University at Buffalo,
faarabi@buffalo.eduPotholes degrade the functionality of roadway networks (throughput of traffic
flow) in addition to concerns of safety and vehicle damages. A suitable repair
planning strategy is developed to minimize total traffic flow throughput degraded
over time. The proposed model determines the optimal decisions of repair
segment, type, and timing given limited resources. We apply the proposed model
to a New York City case study.
3 - Joint Optimization Of Traffic Rationing Schemes And Transit
Services Under Environmental And Mobility Considerations
Daniel Rodriguez Roman, URPM,
daniel.rodriguez6@upr.eduAn optimization-based approach for the design of traffic rationing schemes is
proposed that accounts for: (1) the environmental goals of urban planners, (2)
the budgetary and fleet size limitations of transit agencies, and (3) the mobility
preferences of travelers. The proposed optimization problem can be used to
determine traffic rationing levels and related transit service adjustments that
minimize the health impacts of air pollution and the traveler dissatisfaction
caused by rationing programs, subject to pollutant concentration and transit
budget constraints. A surrogate-assisted, multi-objective differential evolution
algorithm is presented for the proposed problem.
4 - Modeling And Enhancing The Resilience Of Complementary
Transportation Systems
Saumya Sangoi, Purdue University, West Lafayette, IN, 47906,
United States,
ssangoi@purdue.edu, Xiaozheng He, Srinivas Peeta
This study proposes a new resilience measure by capturing the complementarity
among interdependent transportation systems, such as bus and metro systems.
Based on the proposed resilience measure, we construct an optimization model to
identify the optimal allocation of resources and maximize the interdependent
system resilience under a budget constraint. Numerical examples are constructed
to evaluate the effectiveness of the optimization model on a network comprising
bus and metro systems.
TC61
Cumberland 3- Omni
Stochastic Network Design
Sponsored: TSL, Freight Transportation & Logistics
Sponsored Session
Chair: Mike Hewitt, Loyola University Chicago, NA, Chicago, IL, NA,
United States,
mhewitt3@luc.edu1 - Scheduled Service Network Design With Stochastic Travel Times
Teodor Gabriel Crainic, Professor, Universite du Quebec a
Montreal, Case postale 8888, succursale Centre-ville, Montreal,
QC, H3C 3P8, Canada,
TeodorGabriel.Crainic@cirrelt.net,
Giacomo Lanza, Nicoletta Ricciardi, Walter Rei
We propose to study a SSND problem focusing on the uncertainty related to the
variability in travel times and the respect of service quality targets, while aiming
for a cost-effective operation plan. We will discuss the issues and modeling
challenges, and present a two-stage stochastic programming formulation with
wimple recourse. The results of a proof-of-concept analysis will also be presented.
2 - Multi-commodity Stochastic Network Design
Stein W Wallace, Norwegian School of Economics,
stein.wallace@nhh.no, Stein W Wallace, University of Sichuan,
Chengdu, China,
stein.wallace@nhh.no, Congshi Sun
We investigate the quality of the solution to the expected value problem by
checking the Value of the Stochastic Solution VSS, the quality of the skeleton
(that is, taking the discrete variables from the expected value problem and letting
a stochastic linear program set the capacities) and finally by checking if the
expected value problem can be upgraded to a good solution for the stochastic
case. Numerical results are reported. For most situations the skeleton is very good,
so for these problems, it seems enough to solve a deterministic MIP and a
stochastic LP, rather than a stochastic MIP.
3 - Dynamic Load Planning For Less-than-truckload Carriers
Luke Marshall, Georgia Institute of Technology, Atlanta, GA,
United States,
luke.jonathon.marshall@gmail.com,Martin W P Savelsbergh, Natashia Boland, Alan Erera,
Iman Dayarian
In practice, deterministic service network design for LTL problems on a given time
horizon, can yield poor results if the quantities for future commodities have been
estimated from data with high fluctuations. We investigate a sampled scenario
based modelling approach that aims to improve solution quality on real-life, large
scale instances, while constraining computational time.
4 - Stochastic Interdependent Network Design Problem
Andrés D González, Rice University, 6100 Main St., MS-318,
Houston, TX, 77005, United States,
andres.gonzalez@rice.eduLeonardo Dueñas-Osorio, Andres L Medaglia,
Mauricio Sánchez-Silva, Andrew J Schaefer
Diverse models now exist to study the resilience of interdependent networks.
Nevertheless, the prevailing methods are post-event schemes designed to
identifying recovery strategies for particular disaster instances, making it difficult
to extend these for pre-event decision making. In this work, we present a new
methodology that considers the uncertainty associated with the occurrence of a
destructive event, fusing both pre- and post-event decision analysis into a two-
stage optimization problem, effectively enabling the stochastic resilience
optimization of interdependent networks.
TC61