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INFORMS Philadelphia – 2015

499

WE63

63-Room 112B, CC

Operations/Finance Interface

Contributed Session

Chair: Bo Li, Doctoral Candidate, Texas A&M University, 4217 TAMU,

College Station, TX, 77843, United States of America,

bli@mays.tamu.edu

1 - A Change-of-Variables Approach to Simulating

Conditional Expectations

Guiyun Feng, University of Minnesota, 1006 27th Avenue SE,,

Minneapolis, MN, 55414, United States of America,

fengx421@umn.edu

, Guangwu Liu

We introduce a change-of-variables approach to simulating conditional

expectations. A key of the proposed approach is the construction of a one-to-one

mapping such that a conditional expectation can be represented as an ordinary

expectation by using change-of-variables technique. This new representation

leads to an efficient estimator of the conditional expectation. Application to Greek

estimation for financial options will be discussed.

2 - Optimal Procurement, Pricing, and Hedging under Cost and

Demand Uncertainty

Max Friedrich Schoene, WHU - Otto Beisheim School of

Management, Burgplatz 2, Vallendar, 56179, Germany,

max.schoene@whu.edu,

Stefan Spinler, John Birge

Commodity price volatility is an important factor to consider in corporate risk

management. In this article, we study the joint pricing, inventory control, and

hedging problem of a risk-averse industrial firm, facing uncertain commodity

prices and stochastic demand. We solve the firm’s decision problem under realistic

commodity price dynamics using regression-based Monte Carlo methods. Our

findings show that optimal pricing, procurement, and hedging decisions are

interconnected.

3 - Lead-Time Reduction, Capital Structure, and Optimal

Investment Policies

Isik Bicer, Post Doctoral Researcher, Ecole Polytechnique

Fédérale de Lausanne, Lausanne, Vaud, 1015, Switzerland,

isik.bicer@epfl.ch,

Ralf W. Seifert

We consider a manufacturing firm that places a production order in the face of

demand uncertainty. It also has an option to raise capital and invest in reducing

lead times. We analyze the optimal investment policy and derive closed-form

expressions that quantify the impact of lead time on the firm value, the optimal

leverage ratio, and the cost of capital. We show that firms can significantly

increase their profits by using external funds and capitalizing on the value of lead-

time reduction.

4 - Inventory, Random Capacity, and Firm Valuation by the

Financial Market

Bo Li, Doctoral Candidate, Texas A&M University, 4217 TAMU,

College Station, TX, 77843, United States of America,

bli@mays.tamu.edu

, Antonio Arreola-Risa

Companies want to maximize their value on the financial market; however, their

inventory decisions may dis-serve this goal. We consider a firm that purchases

from a supplier with random available capacity, faces a newsvendor-type decision

and aims to maximize its own value. Employing the Capital Asset Pricing Model,

we explore how randomness in both customer demand and supplier capacity

impacts the optimal inventory decision and firm value.

WE64

64-Room 113A, CC

Advances in Decision Analysis

Sponsor: Decision Analysis

Sponsored Session

Chair: Manel Baucells, Darden School of Business, P.O. Box 6550,

Charlottesville, VA, 22906-6500, United States of America,

BaucellsM@darden.virginia.edu

1 - Measuring Discounting Without Measuring Utility

Han Bleichrodt, Erasmus University, P.O. Box 1738, Rotterdam,

3000DR, Netherlands,

bleichrodt@ese.eur.nl

, Peter P. Wakker,

Arthur E. Attema, Zhenxing Huang, Yu Gao

We introduce a new method for measuring the temporal discounting of money.

Unlike preceding methods, our method requires neither knowledge nor

measurement of utility. It is easier to implement and clearer to subjects, and

requires fewer measurements than preceding methods did.

2 - Do We Discount Time As We Discount Money?

Cédric Gutierrez, HEC Paris, 1 Rue de la Libération, Jouy en

Josas, 78351, France,

cedric.gutierrez-moreno@hec.edu

,

Mohammed Abdellaoui, Emmanuel Kemel

While intertemporal choice of money has been studied extensively, very few

studies have analyzed the way people discount time, despite the fact that it is a

scarce and valuable resource. We investigate this issue in a laboratory experiment

where consequences are measured in units of money or time. We report

significant differences between discounting of time and of money. For instance,

there is a higher heterogeneity in discounting behaviors and a stronger present-

bias for time than for money.

3 - Multiperson Utility Without The Appearance of Dictatorship

Manel Baucells, Darden School of Business, P.O. Box 6550,

Charlottesville, VA, 22906-6500, United States of America,

BaucellsM@darden.virginia.edu,

Lloyd Shapley, Dov Samet

We take the multiperson utility setup (coalitions are endowed with incomplete

VNM preferences satisfying the extended Pareto rule) and assume a mild

condition on individual preferences (avoiding the appearance of dictatorship). We

proof that whenever certain smaller but overlapping coalitions have complete

preferences, then the group necessarily has complete preferences. The smaller

coalitions are not restricted to be pairs, thus generalizing previous results.

WE65

65-Room 113B, CC

Rail Transportation

Contributed Session

Chair: Bahar Zarin, PhD Candidate, University of Maryland, College

Park, MD, United States of America,

bzarin@umd.edu

1 - Integration of Passenger and Freight Rail Scheduling with

Minimal Tardiness

Liang Liu, University of Southern California, Los Angeles, CA,

United States of AmericaUnited States of America,

liangliu@usc.edu,

Maged Dessouky

We present a the methodology to integrate passenger and freight train scheduling

to reduce train tardiness when they travel on the same trackage. The research

highlights the control policy of resource allocation in a complex railway network.

We develop a dual objective optimization model which minimizes the freight train

flow time and passenger train tardiness. Simulation of the railway system is

conducted given the control policy from the optimization model solution.

2 - A Multi-Period Multi-Class High Speed Rail Passenger Revenue

Management Problem

Ying Qin, Doctoral Student, Tongji University, No. 1239, Siping

Road, Shanghai, 200092, China,

qinying915@139.com,

Zhe Liang

We study a multi-period multi-class rail passenger revenue management problem

in which the unsatisfied demand can be recaptured by the alternative product. To

formulate the problem, we first propose a basic model (BM), but it suffers from

the intractable computation complexity. Therefore, we propose a two-stage

heuristic by solving a restricted BM based on the solutions of a leg-based

decomposition model and the heuristic provides nearer optimal solutions than the

BM in much shorter time.

3 - Capacity Allocation in Vertically Integrated Railway Systems:

A Sequential Bargaining Game Approach

Bo Zou, University of Illinois at Chicago, 2095 Engineering

Research Facility, 842 W. Taylor Street (M/C 246), Chicago, IL,

60607-7023, United States of America,

bzou@uic.edu

,

Ahmadreza Talebian

We propose a game-theoretic approach to model the bargaining process for rail

line capacity allocation. A public passenger rail agency negotiates on schedule and

price with a host freight railroad to obtain train paths. Each side alternately offers

schedule/price and decides whether to accept or reject the other side’s offer. Both

perfect and incomplete information cases are investigated analytically with

numerical analysis offering further insights.

4 - Investigating the Trade-off Between Level of Service and Capacity

Parameters in Train Scheduling

Hamed Pouryousef, Michigan Technical University, 819 Dow, CEE

Dept., 1400 Townsend DR, Houghton, MI, 49931, United States

of America,

hpouryou@mtu.edu

, Pasi Lautala

Maximizing the capacity utilization while maintaining adequate level of service

(LOS) are important for any railroad. This research investigates the use of an

analytic model called “hybrid optimization of train schedules” (HOTS) for train

rescheduling and for evaluating its impact on train stop patterns and maximum

and total dwell times. One research finding revealed that changes in max dwell

time (especially within the spectrum of 6-15 min) have high impact on other LOS

and capacity parameters.

WE65